StratoSolar-PV Article 07 27 2012

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StratoSolar photovoltaic system article

July 27, 2012

StratoSolar Page 1

StratoSolar Photovoltaic system

Contents:

Contents: ................................................................................................................................................... 1

Introduction: ............................................................................................................................................. 2

What the StratoSolar PV system does: ..................................................................................................... 2

Key insights: .......................................................................................................................................... 2

Why it generates electricity at a low cost: ............................................................................................ 3

The system: ............................................................................................................................................... 4

Beyond electricity generation: .................................................................................................................. 6

Solar energy available for selected locations at ground level and at 20km altitude ................................ 7Behavior of systems under wind load: ...................................................................................................... 7

Electricity cost projection for different locations and capital costs ....................................................... 10

StratoSolar PV costs compared to ground PV costs: .............................................................................. 12

StratoSolar PV LCOE compared to other technologies: .......................................................................... 13

Cost of PV Subsidy:.................................................................................................................................. 14

Frequently asked questions: ................................................................................................................... 15

Question: How do you handle static electricity and lightning? .......................................................... 15

Question: Hydrogen vs. Helium for buoyancy gas .............................................................................. 16

Question: How do you handle hydrogen safety? ............................................................................... 17

Question: Is station keeping an alternative to tethering? .................................................................. 17

Question: Will the FAA and other airspace regulators have jurisdiction? .......................................... 18

Question: Will financing and insurance be difficult to obtain? .......................................................... 18

Question: How will you survive extreme weather events like thunderstorms and hurricanes? ....... 19

Question: Will icing on the tether be a problem? .............................................................................. 19

Question: Wont the structure be vulnerable during deployment?................................................... 19Question: How will you handle maintenance and repair? ................................................................. 19

Question: How will you handle construction and deployment? ........................................................ 19

Question: Wont the large-scale structures cast a large shadow? ..................................................... 19

Question: What will be the consequences if a structure loses buoyancy and falls from the sky? ..... 20

Question: How will you handle hydrogen leakage and air contamination? ....................................... 20


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List of abbreviations: ............................................................................................................................... 21

Bibliography ............................................................................................................................................ 21

Appendix ................................................................................................................................................. 23

List of Figures: ......................................................................................................................................... 35

Introduction:

The goal of this document is to present a short introduction to StratoSolar Photovoltaic (PV) technology

and economics.

Photovoltaic energy solutions are struggling to become economically viable without subsidy.

It is becoming increasingly clear that current PV technology is far from economic viability and in a world

of fiscal austerity the will to subsidize PV to the degree necessary to make it economically viable is

rapidly disappearing.

Stratospheric PV represents an opportunity to make todays PV technology immediately viable and cost

effective without the massive subsidy needed to drive the technology to commercial viability in the 15

to 20 years historical trends would indicate will be necessary.

In addition the technology does not need spinning backup generation or massive re-engineering of the

electricity grid to transport electricity thousands of kilometers from far away deserts. Even if PV were

cost competitive today, the financial risks associated with these two constraints would severely limit the

deployment of ground based PV.

Stratospheric PV is an affordable alternative for locations like Germany and Japan where PV is unlikely to

ever be viable without subsidy.

What the StratoSolar PV system does:

Weather independent, photovoltaic solar power (PV)

Locations up to latitude 60 produce market competitive electricity

Electricity in utility scale systems from 10 MW to 1 GW in modular increments

Cost competitive electricity without subsidy

Key insights:

The idea exploits two environmental facts. Firstly, the stratosphere is a permanent inversion layer in the

earths atmosphere. Inversion layers effectively isolate gas bodies. The calm weather free stratosphere

is isolated from the turbulent troposphere below. There is no rain, hail, snow, or moisture in the

stratosphere and wind force is much reduced and stable. This means that buoyant platforms suspended

in the stratosphere can be permanently stationed there without needing to be winched down in bad

weather. It also means that PV panels in the stratosphere dont suffer water or snow or ice based

weather effects and can be simpler and cheaper to manufacture.


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Secondly, light from the sun at 20km altitude is both strong and constant from dawn to dusk. At 20km a

platform is above over 90% of the atmosphere, so sunlight is not significantly scattered or absorbed and

there are no clouds to interrupt power generation. This means that on average PV panels produce

multiples of the power they can generate on the ground, and just as important, the power is highly

predictable and not subject to interruption by clouds or storms.

Figure 1 Where StratoSolar fits in the atmosphere

Figure 1 above helps illustrate where a StratoSolar PV system sits in the atmosphere and its relationship

to various phenomena at mid latitudes. The PV platform is positioned in the stratosphere at the bottom

of the ozone layer where the air temperature is about -55 degrees Celsius. The cumulonimbus cloud

illustrates the relative scale and altitude of a severe super cell thunderstorm, the most violent weather

event that affects the tethers in the troposphere. Some super cell thunderstorms can punch through

the tropopause and top out close to 20km, and a small percentage spawn tornadoes. The jet stream,

another strong wind phenomenon that affects the tethers is not shown explicitly, but when present it

would be positioned just below the tropopause and be a few km thick.

Why it generates electricity at a low cost:

For solar-power plants, almost the complete operating cost is the loan payment. The StratoSolar PV

system has a low operating cost mostly because the solar PV array (which dominates PV cost) has a low

capital cost and a high utilization, with a resulting reasonable cost of electricity. The reasons for this are:

The PV panels are exposed to 1.5 to 3.5X the solar energy of ground-based PV panels


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This means each square meter of PV panel gathers 1.5 to 3.5X the energy of ground-based PV

panels

The PV panels are lower cost than ground-based PV panels due to reduced panel packaging cost

The PV panels are higher efficiency than ground-based PV panels due to lower operating

temperature and reduced losses from reflections, dust and dirt. The PV array uses no land. This results in a low land cost and site development cost.

The PV array support structure uses very little material due to light structural loads.

All construction materials are standard, off the shelf, and low cost. Less material at low cost

reduces the cost of the support structure.

The assembly of panels into panel arrays can be automated, reducing labor costs and improving

quality

The extra capital costs incurred by the StratoSolar approach are the tether/HV cable, the winch, the

gasbags and the hydrogen they contain. Adding everything up the capital cost of a StratoSolar plant in

dollars per peak Watt ($/Wp) is the same as or lower than the same plant on the ground. (peak Watts is

the standard way of defining the power output of PV panels) However the StratoSolar plant captures

substantially more energy and generates substantially more kilo Watt hours (kWh) of electricity.

Depending on geographic location the overall advantage in the cost of electricity generated in $/kWh

over ground-based PV can exceed 3X. See the detailed analysis section below for more detail on this

topic. Electricity cost projection for different locations and capital costs

This is a commercially competitive alternative energy solution. By not covering huge land areas, it saves

on an expensive, highly regulated, and uncertain resource that tends to delay construction and limit

financing options. It also allows great flexibility in location eliminating the need for long transmission

lines and makes solar an economically viable option for cloudy northern locations. The highly

predictable power eliminates the need for spinning backup and integrates into the grid without reducing

the efficiency of other generation. The competitive and highly profitable economics should lead to a

business that is market financed and does not need government support or subsidy once demonstrated.

It is a bonus that this energy is carbon-free, and solves energy security issues.

The system:

A PV array, permanently positioned in the stratosphere at an altitude of 20 km, gathers sunlight,

converts it to electricity and transmits it down a tether/high voltage (HV) cable to the ground where it

connects to the electricity distribution grid.


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Figure 2 Drawings of a single PV array and multiple joined PV array systems

Figure 2 shows an individual PV system in the center. Figure 12 shows a close up view of the platform.

The novel element of a StratoSolar power plant is a buoyant tethered platform supporting an array of PV

panels floating in the stratosphere. The strong and light tether incorporates a HV power cable that

transfers electric power to the ground. Excess buoyancy in the floating platform pre-tensions the tether

and allows the platform to resist wind forces.


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A rigid truss structure supports the PV array. Buoyancy is from gasbags within the truss framework.

Models for the PV array power output are subject to simulation to a high degree of accuracy, with high

confidence in the results. While the buoyant structure is novel, there is no new science, and existing

engineering design tools are sufficient. The wind and buoyancy forces are well understood from an

engineering perspective. There are detailed meteorological models and historical data to provide anaccurate statistical profile of the wind and buoyancy forces on the structure and tether. The

combination of accurate structural analysis and reliable meteorological data mean that structural

viability can be determined to a high confidence level before construction. Accurate models for sunlight

and how it varies with location and altitude, daily and seasonally, provide an equally high confidence

level for the power output.

Figure 2 also shows two views of a large-scale system, the first view on the left with no wind and the

second view on the right with a maximum wind load. The large-scale system is a collection of

mechanically connected individual modular small-scale systems. For clarity only some of the tethers are

shown. The benefits of connecting multiple smaller systems to make a larger system are reducedaerodynamic drag on the PV array and reduced impact on regulated airspace. The array is directionally

stable and panels can track the sun. The reduced aerodynamic drag ensures that the structure can

withstand the highest wind forces with a large safety margin and is safe to deploy on a permanent basis.

It also facilitates modular maintenance and repair, technology upgrades, and incremental overall system

expansion. Individual arrays can be winched down in a few hours when wind and weather permits and

can use adjacent tethers as guides to ensure safe control.

Operationally there should be no need for people at 20km. There is no need for large hanger

structures, either for construction or maintenance. During construction and maintenance the array

structure is anchored at multiple points to the ground and effectively forms a roof over a protected

space. Maintenance on the ground only occurs during good weather and at night to avoid disruption in

power output. Plants can safely be raised and lowered in a few hours, and with close attention to

weather, the window of exposure to unexpected weather is very small.

Another benefit of the modular approach is the system can grow and be financed incrementally,

reducing the risk capital required to develop and demonstrate the system viability.

Beyond electricity generation:

A permanent high altitude platform could serve many additional purposes. Listed below are some

examples of possible uses.

Communications and observation platform

o Cell phone tower, data networks

o Radar for weather, commercial, military

o Science: astronomy, meteorology, earth science

o Laser communications between platforms and between platforms and space

o Tourism


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Solar energy available for selected locations at ground level and at 20km

altitude

Latitude Locationground

kWh/day Utilization20km

kWh/day Util

20km2-axis

kWh/day Util

34.8 Barstow 5.77 24% 8.55 36% 16.38 68%

37.7SanFrancisco 4.76 20% 7.70 32% 15.74 66%

34.7 Osaka 4.00 17%

42.3 Boston 3.86 16%

41.8 Chicago 3.62 15% 7.37 31% 15.10 63%

46.8 Quebec 3.61 15%

47.6 Seattle 3.23 13%

48.7 Stuttgart 3.06 13% 6.85 29% 15.01 63%

53.5 Hamburg 2.67 11%

59.3 Stockholm 2.64 11% 6.00 25% 14.30 60%

51.5 London 2.66 11%53.3 Dublin 2.30 10%

Table 1 Average daily solar energy kWh/m2

and associated utilization factor for selected locations

The ground columns in Table 1 show average daily kW.h per square meter of total sunlight for selected

locations. This is real data gathered over many years byNRELand others. The data shown is for flat

plate horizontal collectors. The 20km columns show StratoSolar data for the selected latitudes

generated using atmospheric models. (1) (2) Simple StratoSolar systems will be horizontal flat plate.

Varying degrees of tracking are possible, and real systems will have results intermediate between flat

plate and 2-axis tracking. StratoSolar data points illustrate that the average daily kW.h diminishes slowly

with increasing latitude at 20km altitude. This means that the power output from a StratoSolar PV

system is fairly independent of geography, unlike ground based PV systems which as the table shows

gather less energy per square meter at higher latitudes and are therefore significantly less cost effective.

For example a simple flat plate StratoSolar system at latitude 60 has a higher utilization than the best

surface system in the desert. For daily average kWh/m2 data (the most common data available), the PV

utilization factor is simply the kWh/m2/day divided by 24. This utilization factor applies to PV panels or

PV plants whose power is specified in peak Watts (Wp), the industry standard way PV power is rated.

Peak Watts is the electricity output for a standard sunlight input of 1kW/m 2. At 20km sunlight can

exceed 1.3kW/m2, which explains utilizations that exceed the theoretical 50% maximum achievable on

the ground.

Behavior of systems under wind load:

The graphs in Figure 3 below show the results of simulations of a single module/tether and Figure 4

shows a 100-module PV array system with multiple tethers subjected maximum wind loads in the

troposphere and the stratosphere. The vertical axis is altitude in kilometers. The horizontal axis is

down-wind deflection in kilometers. The module design assumes the following parameters. The PV
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array radius is 175 m and depth is 94 m. The radius of the tether is 0.04 m. The large array is 100 of the

modules mechanically joined to form a thin disk 3500m in diameter and 94m deep.

The 2D calculation models the tethers as 20 rigid segments connected by pin joints. The calculation is

iterative. The wind force on each segment is calculated and depends on the angle of the tether and the

altitude. It also depends on the coefficient of drag, wind velocity and air density. Weight for each

segment is also calculated. The length of each tether segment lengthens to maintain the platform at

20km altitude and model the tethers playing out under wind load. The wind force for each segment

changes with altitude and updates iteratively. The desired maximum deflection sets the required

amount of buoyancy.

The top four graphs in Figure 3 show progressively stronger wind loads. Larger pictures are in the

Appendix. The sequence from left to right is

1) average winds in the troposphere and the stratosphere

2) maximum winds in the troposphere, average wind in the stratosphere3) average winds in the troposphere, maximum winds in the stratosphere

4) maximum winds in the troposphere, maximum winds in the stratosphere

Average winds are from NASA charts. Worst-case troposphere winds are from NASA and IGRA (2) (3).

Worst-case stratospheric wind is from HAA research (4). The graphs show relatively small deflections due

to troposphere winds exceeding hurricane force acting on the tethers. The winds in the stratosphere

acting on the buoyant platform have the most influence on the maximum deflection of the platform.

This shows that where the weather events with the greatest uncertainty occur, we have the biggest

margin of safety. Even if the worst-case troposphere wind forces were several times larger than the

worst case analyzed, there would be no risk of catastrophic failure.

The goal of the simulation is to verify the practicality and the cost of the solution. The quantities of two

materials dominate the wind related costs; the polymer tether cables and hydrogen gas used for

buoyancy. For the 360m platform simulation, 62 tonnes of polymer cables are required at $20/kg for a

total of$1,245,165. The hydrogen required is 53 tonnes at $6/kg for a total of $319,000.

The graph in Figure 4 shows maximum troposphere and stratosphere winds acting on the large array.

This shows the aerodynamic scaling benefit of the large array. Deflection is smaller under worst-case

stratospheric wind.


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Figure 3 Small 360m platform tether and PV array deflection under wind loads

Figure 4 Large 3600m platform tethers and array deflection under maximum wind load

Accurate models for the aerodynamic behaviors of cylinders also allow the calculation of vortex-

shedding induced forces (5)on the tether. These are high frequency and low amplitude. Asymmetric

aerodynamics of a structure cause the more dangerous galloping forces. For example, asymmetric icebuildup causes galloping in the case of power cables.

This is a simple static model. It is possible, using engineering software tools, to simulate the system with

an accurate meteorological wind model that then drives a simulation of the aerodynamic and dynamic

behavior of the structure. This is one of the goals of the funded R&D stage. Accurate computer

simulation can test and verify much of the risky engineering.

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Electricity cost projection for different locations and capital costs

Figure 5 PV electricity cost and capital cost reduction with growth of cumulative GWp for different utilization factors

Figure 5 above shows a projection of the reduction in capital costs in $/Wp and resulting levelized cost

of electricity(LCOE) in $/kWh with cumulative GWp installed capacity along a learning curve that has a

forty plus year history. LCOE is shown for several sunlight intensities that correspond to different

geographic locations.

A common way to refer to the variability in solar power input is to convert it to a utilization or capacity

factor. This is useful when comparing different power plant technologies. Using this metric the lowest

utilization is about 0.10, average for the US is about 0.15, desert is 0.20 to 0.25, and StratoSolar is about

0.30 to 0.35.

The horizontal band centered at $0.10/kWh represents electricity that is competitive in the marketplace

without subsidy. The width of the band represents the variability in electricity costs for different

markets. Europe and California tend to be at the high cost end of the band. This is an extremely

significant barrier to cross. Above the band is the world of government subsidy politics and low volume.

Below the band is the world of market economics and high volume.

The vertical distance from this band to the different utilization lines represents the amount of subsidy

needed. As can be seen for the current cumulative GWp the subsidy is very large. This subsidy shows

up in different ways. In Europe the mechanism is mostly feed-in tariffs that result in higher costs of

electricity to consumers. In the US, the mechanism is mostly tax credits and accelerated depreciation

ultimately paid by taxpayers.


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The synthetic liquid fuel and synthetic gas bands show the ranges where the reduction in LCOE enables

the manufacture of synthetic fuels using conventional manufacturing technologies that have already

been proven at scale.

This chart illustrates several points:

1. The same plant with the same capital cost produces electricity with highly variable cost

depending on location. E.g. at the 2012, $2.00-$2.50/W capital cost, northern Europe generates

electricity for about $0.30/kWh to $0.40/kWh, and StratoSolar generates electricity for

$0.8/kWh to$0.9/kWh. StratoSolar has the best location (which can be over northern Europe)

and lowest cost.

2. The $2.50/Wp capital cost is approximately the 2012 cost. At historical rates of improvement,

the $1.50/W cost may occur by 2020 at best. Even in the best desert locations, the resulting

ground based PV electricity will still cost $0.12/kWh which will not be competitive withoutsubsidy in 2020.

3. The amount of subsidy required over the next ten years to maintain the historical PV capacity

growth rate will become economically difficult to sustain. This is already happening with

subsidies being reduced in the US and Europe. The historical growth rate would imply 200GWp

capacity requiring subsidy in 2020 before breakeven at 1000GWp by 2025.

4. StratoSolar will produce electricity without subsidy with current PV technology $/Wp capital

costs and will benefit equally from the PV $/Wp improvement path, producing increasingly

lower cost electricity.

5. StratoSolar can do this for northern climes.

Utility scale PV in the desert needs huge additional investment in electricity distribution and backup

generation that is not factored into the normal PV $/Wp estimates for construction cost and also has

environmental and political problems. This means the desert trend line in the chart that appears

closest to economic viability, is likely too optimistic.

This chart helps illustrate how far currently ground PV is from commercial viability and hints at the

enormous cost of subsidy it will take globally to sustain the historical rate of improvement necessary.

StratoSolar represents a low cost way to leverage the historical investment in PV technology into

commercial viability at locations where PV is unlikely ever to be commercially viable and with todays PV

capital cost in $/Wp, which will apply even if the historical rate of $/Wp improvement slows.


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StratoSolar PV costs compared to ground PV costs:kg/W Ground $/W 2.00E+07 kg $/kg kg/W Strato $/W 2.00E+07 kg $/kg

Cells 0.002 0.33 6,600,000$ 40,000 165$ 0.002 0.33 6,600,000$ 40,000 165$

Panels 0.1 0.21 4,200,000$ 2,000,000 2$ 0.005 0.21 4,200,000$ 100,000 42$

Electronics 0.001 0.2 4,000,000$ 20,000 200$ 0.0005 0.1 2,000,000$ 10,000 200$

wiring 0.002 0.16 3,200,000$ 40,000 80$ 0.0008 0.04 800,000$ 15,000 53$Panel Support stru 0.055 0.23 4,600,000$ 1,100,000 4$ 0.015 0.4 8,000,000$ 300,000 27$

Foundation 0.05 0.09 1,800,000$ 1,000,000 2$ 0 0.01 200,000$ -

Labour 0.22 4,400,000$ 0.1 2,000,000$

civil work 0.09 1,800,000$ 0.01 200,000$

Eng &PM 0.06 1,200,000$ 0.03 600,000$

Misc 0.36 7,200,000$ 0.2 4,000,000$

tether 0.004 0.3 6,000,000$ 80,000 75$

winch 0.05 1,000,000$

hydrogen 0.003 1.50E-02 300,000$ 60,000 6$

inverter 0.001 0.1 2,000,000$ 20,000 100$

Total Panel 0.54 0.54

Total BOS 1.41 1.355 465,000

Total 1.95 39,000,000$ 4,200,000 1.895 37,900,000$ 545,000

Table 2

Table 2 above shows a $/Wp cost breakdown based on 2012 costs for a 20MWp polycrystalline silicon

utility ground PV plant compared to estimates for a similar 2012 cost StratoSolar system. The cost data

source isGreentech media. The columns for kg/W, kg, and $/kg are not necessary for the cost estimate,

but illustrate the physical differences between the two systems and how their costs can reduce over

time.

BOS (Bulk Of System) is all costs but the PV module costs. Cells plus panels is the PV module cost. Misc

is a category that covers variable costs including profit margin, land, security, grid connectivity andpermits. StratoSolar splits the electronics cost between platform DC-DC electronics and a ground-based

inverter. StratoSolar has costs for a tether, winch and hydrogen.

For StratoSolar, blue illustrates the elements floating in the stratosphere, and green the ground based

elements. Overall, StratoSolar uses far less mass (kg) of material but has a higher cost in $/kg. The two

categories that have the biggest differences in mass are panels and panel support structure. Glass,

aluminum, encapsulant, and plastic backing panel are the major elements of ground PV modules.

Including the cells they weigh about 12kg/m2. In comparison StratoSolar modules have a mass of about

1.5kg/m2. The ground panel support structure is mostly steel, includes the concrete foundation and has

a mass of 2,100,000kg. The StratoSolar panel support structure is an aluminum framework with plasticgasbags and fabric exterior walls and has a mass of 300,000kg, a small fraction of the ground support

structure and foundation. The raw material costs for StratoSolar are about $2/kg, but the fabricated

cost is initially around $27/kg.

This comparison illustrates the point that StratoSolar PV capital cost of $1.9/Wp is comparable to the

$1.95/Wp of ground PV and has at least as much potential for cost reduction along the historic learning

curve. If anything StratoSolars potential is higher because the mass ofmaterial is so much lower and its
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initial cost in $/kg is so much higher than the raw material cost. This provides more room for learning to

lower costs. Also many of the ground BOS construction costs are labor intensive, but can be

accomplished by highly automated volume production for StratoSolar. Both approaches benefit equally

from the continuous improvement in the $/Wp of solar cell technologies which is the fundamental cost

driver. Improvements in cell efficiency, as well as reducing the $/Wp of the cells, also reduces the BOS$/Wp costs by reducing the kg/Wp of panels and support structure and associated labor needed.

With these costs, and a WACC of 8.5%, this StratoSolar system would generate electricity at $0.08/kWh,

which would make it competitive in most markets. For comparison, from EIA statistics the average LCOE

for the US is currently around $0.10.

StratoSolar PV LCOE compared to other technologies:

EIA 2012 forecast U.S. Average Levelized Cost for Plants Entering Service in 2017

(2010 USD/MWh)

Levelized Variable

Plant Type Capacity Capital Fixed O&M Transmission

Factor (%) Cost O&M Incl. fuel Investment Total

Conventional Coal 85 65.8 4 28.6 1.2 99.6

Advanced Coal 85 75.2 6.6 29.2 1.2 112.2

Advanced Coal with

CCS

85 93.3 9.3 36.8 1.2 140.7

Conventional

Combined Cycle (CC)

87 17.5 1.9 48 1.2 68.6

Advanced CC 87 17.9 1.9 44.4 1.2 65.5

Advanced CC + CCS 87 34.9 4 52.7 1.2 92.8Conventional

Combustion Turbine

30 46 2.7 79.9 3.6 132.0

Advanced Combustion

Turbine

30 31.7 2.6 67.5 3.6 105.3

Advanced Nuclear 90 88.8 11.3 11.6 1.1 112.7

Geothermal 92 76.6 11.9 9.6 1.5 99.6

Biomass 83 56.8 13.8 48.3 1.3 120.2

Wind1 34 83.3 9.7 0 3.7 96.8

Wind Offshore1 27 300.6 22.4 0 7.7 330.6

Solar PV1,2 25 144.9 7.7 0 4.2 156.9

StratoSolar PV1,2 35 73 4 0 3 80.0

Solar Thermal1 20 204.7 40.1 0 6.2 251.0

Hydro1 53 77.9 4 6 2.1 89.9

1 Non-dispatchable (hydro is seasonally non-dispatchable)

2 Costs are expressed in terms of net AC power available to the grid for the installed capacity


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The table above shows the EIA and DOE projected levelized costs for generating electricity (LCOE) for

plants entering service in 2017 for various technologies with an additional entry for StratoSolar. This

assumes no major changes in the structure of the overall electricity generating system. LCOE

underestimates the true cost of non-dispatchable wind and solar, particularly as they become a larger

percentage of generation. As can be seen StratoSolar is lower cost than all but gas fired combined cycle.Gas prices have historically been very volatile, so this advantage may not prevail. Also gas fired

generation is a mix of high efficiency combined cycle and low efficiency combustion turbine. StratoSolar

LCOE will fall along the historical learning curve with increased installed capacity to $40/MWh and

below whereas all other plant types will likely have an increasing LCOE.

Cost of PV Subsidy:

The historical rate of PV plant cost reduction has been approximately 20% for each doubling in capacity

manufactured and installed. Figure 6 below shows a projection of this trend forward at current rates

until 2027. The future will not unfold as predictably as this graph would imply, but it does give a general

sense of the magnitude of things. This rate of improvement from the current cost base will produce agrowing and unsustainable subsidy burden as the GWp capacity rises exponentially while the cost of

electricity does not fall below $0.10/kWh until around 2025. The implication is 200GWp capacity

needing subsidy by 2020 before breakeven at 1000GWp capacity in 2025. Figure 7 below illustrates the

growth and magnitude of the implied subsidy which adds up to a total of about $250B over about 15

years. If the political will to provide the subsidies that sustain the capacity growth diminishes, then the

improvement in the $/Wp capital costs will slow and the unsubsidized market viability of PV will be

delayed beyond 2025.

StratoSolar can quickly reduce or eliminate the cost of subsidy and thereby ensure the growth in volume

of GWp capacity that will maintain or even increase the rate of cost improvement in PV technology.

Getting to economic viability sooner with StratoSolar means the cost of the subsidy is greatly reduced,

or given the unlikelihood of sustaining the subsidy, StratoSolar can ensure that historical growth in PV

volume will not decline.


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Figure 6 PV system cost and volume projection to 2027

Figure 7 PV subsidy cost projection to 2026

Frequently asked questions:

Question: How do you handle static electricity and lightning?

The cable outer protective polymer layer is slightly conductive to bleed charge to a grounded co-axial

shield which also serves as the conductor for lightning strikes. Current aerostat cables scaled up to

about 10cm in diameter serve as the basis of one possible StratoSolar cable design.

For some detail I would refer you to US patent 4842221 Lightning hardened tether cable and an

aerostat tethered to a mooring system therewith (1989). This discusses the design of tethers

associated with the high altitude radar aerostats that have been used by the Air Force since the

seventies. These have exceeded altitudes of 10km. See also the TCOM web site

http://www.tcomlp.com/.

$-

$1.00

$2.00

$3.00

$4.00

1

10

100

1,000

10,000

2010 2015 2020 2025 2030

CumGWp

Year

Historical PV system cost($/Wp) and

Cumulatitive Volume (GWp) Projections to

2027

CUM PV GW

PV system cost $/W

1

10

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$0

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$30,000,000,000

2010 2012 2014 2016 2018 2020 2022 2024 2026

CUMPVGW

WorldSubsidy

Year

PV subsidy projection

world subsidy

CUM PV GW
http://www.tcomlp.com/http://www.tcomlp.com/http://www.tcomlp.com/http://www.tcomlp.com/


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Using an aluminum metal strut based rigid truss for the buoyant structure is in part motivated by having

a grounded conductive frame to simplify solutions for static electricity and lightning protection.

Similarly the use of metallic film coated plastics for gasbags as well as providing low leakage gas

containment also provides conveniently grounded surfaces to avoid static buildup. The PV structure is

well above thunderclouds, but lightning up strokes occur, and a rare form of up strokes called Blue jetsare a recent area of investigation. The outer surfaces of the PV array structure will incorporate lightning

arrestors, much like current high altitude aerostats.

Question: Hydrogen vs. Helium for buoyancy gas

Buoyant stratospheric solar power platforms need substantial amounts of buoyancy gas. The logical

choice is helium. Based on our reference PV platform design the estimated helium required is from

2tonnes/MWp to 5tonnes/MWp. A reference 20MWp modular platform would need about 100tonnes

of helium. A 1GWp plant would need between 2000tonnes and 5000tonnes of helium. The table below

shows 2011 USGS statistics for world helium annual production and estimated reserves. With helium

supply numbers like this, small numbers of 20GWp small-scale plants would not stress the available

helium resource, and there are sufficient reserves to expand yearly production to meet such demand.

However larger utility scale GWp plants would stress current production and require a significant growth

in annual production. Any substantial deployment of utility scale stratospheric PV plants would severely

stress the available resource, and ultimately limit deployment to considerably less than 1000GWp.

This means that hydrogen is necessary for large-scale deployment. Hydrogen is effectively a limitless

resource already produced in substantially higher volume than Helium (>50Mt/year). Only half the mass

of hydrogen is needed compared to helium (1tonne/MWp to 2.5tonnes/MWp), and Hydrogen is

considerably cheaper ($15/kg). Hydrogen is also considerably easier to contain in

gasbags.

Hydrogens one Achilles heel is flammability. A separate FAQ answers concerns about Hydrogen safety.

A reasonable strategy is to use helium to simplify initial development and deployment and transition to

hydrogen as volume grows and engineering of hydrogen-based systems demonstrates market

acceptable safety levels. Helium could always satisfy the lower volume and stronger safety

requirements of military platforms.


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The U.S. Geological Survey, Mineral Commodity Summaries, January 2011 Helium statistics.

Production (t) Resource (t)

2010United States (extracted from natural gas) 13,752 3,679,160

United States (from Cliffside Field) 8,573

Algeria 3,215 1,464,520

Canada - 357,200

China - 196,460

Poland 464 -

Qatar - 1,803,860

Russia 982 1,214,480

Other countries - -

World total (rounded) 26,790 9,287,200

Question: How do you handle hydrogen safety?

Given the need for hydrogen as the buoyancy gas, a great deal of engineering is devoted to alleviating

concerns about fire. This topic could fill several books, so I can only touch on it briefly. A fire requires

hydrogen gas leakage, confinement of a hydrogen-air mixture, and an ignition source. Prevention

focuses on avoiding these three conditions. Ventilation, inert gas boundary bags, and the static

electricity, lightning protection and electrical distribution system safety systems provide a first layer of

defense. Also all materials used are non-flammable. Hydrogen dissipates rapidly so ensuring it can do

so starves any fire. Active measures include instrumentation to detect hydrogen and fire, emergency

hydrogen venting systems and active fire suppression systems using inert gas. Hydrogen is a widely

used material with a large body of safe engineering practice and hydrogen economy advocates have

discussed its inherent safety attributes. For example seehttp://www.rmi.org/rmi/Library%2FE03-

05_TwentyHydrogenMyths. The Hindenburg is usually cited as the classic example of the dangers of

hydrogen, but even to this day controversy surrounds the cause of the fire, and in rigid airships as a

whole, fire was not the dominant cause of destruction or loss of life.

Question: Is station keeping an alternative to tethering?

Station keeping is difficult. High altitude station keeping airships powered by PV arrays and batteries

have been investigated for a decade or more, and teeter on the edge of practicality. See the HAA

stratospheric winds paper reference in the bibliography section on the StratoSolar web site. Basically,

the highest occasional stratospheric winds that come from excursions of the polar vortex can get to

40m/s. Countering this wind requires a very large motor thrust. It also needs to work at night when

power would have to come from batteries that weigh a lot, cost a lot, and dont have a very long life. At

very large scale (several kilometers in diameter), a thin aerodynamic disk collector might be able to

station keep. The cost of motors and batteries, the power loss needed for thrust, the over 50% loss due

to microwave conversion at both ends and atmospheric attenuation in between, and the cost of the
http://www.rmi.org/rmi/Library%2FE03-05_TwentyHydrogenMythshttp://www.rmi.org/rmi/Library%2FE03-05_TwentyHydrogenMythshttp://www.rmi.org/rmi/Library%2FE03-05_TwentyHydrogenMythshttp://www.rmi.org/rmi/Library%2FE03-05_TwentyHydrogenMythshttp://www.rmi.org/rmi/Library%2FE03-05_TwentyHydrogenMythshttp://www.rmi.org/rmi/Library%2FE03-05_TwentyHydrogenMyths


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rectenna array on the ground would all add up to make it way too expensive compared to a simple

tethered array.

Question: Will the FAA and other airspace regulators have jurisdiction?

The FAA would clearly have concerns. Compared to various proposals to harness wind power from the

jet stream using enormous numbers of windmills, the StratoSolar impact on airspace would be minimal.

StratoSolar relies on a few large systems, probably placed in groups away from air traffic corridors. It

would have little impact on commercial aviation which already deals with a complex air traffic control

system. The PV array structures are well above the cruising altitude of aircraft, so the danger is from the

tethers. It is possible to conceive of safety systems mounted on the PV arrays that actively track

possible aircraft impact on tethers and automatically sever the tether to avoid impact. This could be

done in a controlled way at connectors spaced periodically along the tethers. The redundancy provided

by many tethers would make this possible. California might need 30 systems overall, probably in two

groups, one near LA, and one near the bay area to satisfy all its daylight electricity needs. If

commercially viable electrical energy storage becomes viable, additional StratoSolar systems could

satisfy more of our energy needs boosting the number of systems. On the other hand, improved PV

efficiencies could reduce the number of systems.

Question: Will financing and insurance be difficult to obtain?

As stated in the opening blog posting, the StratoSolar-PV alternative is the result of studying the

concerns raised by the original CSP based design which was perceived to be too risky on several fronts.

The risk of catastrophic loss from extreme weather events

The complexity of developing many technologies at untested scales and new environments

The complexity of needing many costly and risky elements to build a system

The inability to demonstrate and develop a system on a small scale

The PV system attacks these concerns directly. The design reduces catastrophic risks, has many fewer

technology development elements, has very few elements to build a system, and provides incremental

engineering development and incremental system deployment starting from a much lower initial cost in

order to reduce financial risk at each stage.

Catastrophic risks are reduced by reducing the wind loads on the tethers and the PV array platform to

where the system can sustain winds beyond worst case known winds simultaneously at all altitudes.

The tethers have a very low cross section, and the platform is horizontal with a low cross section and

static with no moving parts.

The development can start with a small R&D engineering test platform and simple tether that will cost in

the low millions of dollars. This gets across the psychological barrier of actually tethering something

useful at 20km altitude. It also develops and tests all the platform structural and electrical elements.

The 10MW power platform will cost tens of millions of dollars. This expenditure will be incremental in

nature.


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Finance and Insurance costs depend on the risks and the rewards. Unlike nuclear power, liability

insurance should be low. Understanding the probabilities of damaging or destructive events will only

come with time and experience. The R&D process should provide a degree of confidence as it

progresses over several years and the technology becomes familiar. A successful R&D program that

results in a product that demonstrates competitive economics for solar power will be a powerfulincentive to overcome what should by then be imagined risks. The first systems will be relatively small

investments. If the market finds it too difficult to fund or insure the early deployment stage, it is

reasonable to expect that government assistance perhaps in the form of loan guarantees will fill that

gap. Governments currently seem happiest supporting alternative energy at the early deployment

stage.

Question: How will you survive extreme weather events like thunderstorms and hurricanes?

Extreme weather events occur in the troposphere. The PV platforms are safely above the troposphere,

so only the tethers suffer from weather extremes like thunderstorms and hurricanes. The tethers have a

small cross section and the forces resulting from extreme winds only result in small deflections. See the

PV article or the PV tutorial document wind sections that discuss the worst-case wind forces on the

tether and PV platform in detail.

Question: Will icing on the tether be a problem?

Possibly. Icing occurs in the troposphere where tethered aerostats have been deployed for many

decades. Icing has not been a documented problem for these aerostats or tethers. Should it become an

issue there are several engineering solutions to help prevent it.

Question: Wont the structure be vulnerable during deployment?

It will be important to monitor weather and wind before deployment, much like deploying a large oil

production platform today. However the window of exposure is very small. Systems can be deployed inless than two hours. Modern technology can monitor and predict weather with sufficient accuracy that

a two-hour window can be guaranteed with a very high degree of confidence.

Question: How will you handle maintenance and repair?

The systems are designed with a high degree of redundancy. Failure of individual components will result

in small losses of power output. It is envisaged that systems will be winched down perhaps once per

year to repair or replace the accumulated failed components. As with deployment, the window of

exposure to bad weather is very small and systems will be brought down only when risks are minimal.

Question: How will you handle construction and deployment?

See the video

Question: Wont the large-scale structures cast a large shadow?

While the structures are large they are small compared to clouds and are much higher than most clouds.

The shadow footprint on the ground is small and transient as the earth rotates. See the animations on

the web site to get a visual appreciation of the scale.


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Question: What will be the consequences if a structure loses buoyancy and falls from the

sky?

The platform structures are very lightweight for their size. For a structure to fall it must lose most of its

buoyancy gas, either through fire or structural collapse, or a mixture of both. Almost all scenarios would

result in debris falling on a lightly populated location close to the tether anchors. This combination oflow-density material falling in a lightly populated area would result in very little collateral damage.

Question: How will you handle hydrogen leakage and air contamination?

The rate of hydrogen loss from gasbags is very low, less than 1% a year, so a small diameter low-

pressure hose would suffice to replace leakage which would be at most a few kilograms a day for a

10MWp platform. Contamination from air infiltration is an unlikely issue for gasbags as there is no

pressure gradient from ballonets to drive air inward. The simplest technical solution would be to

replace leakage losses during routine maintenance on the ground.


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List of abbreviations:

PV Photovoltaic

DNSI Direct Normal Solar InsolationCSP Concentrated Solar Power

CPC Compound Parabolic Concentrator

kWh kilo Watt hours

GWe Giga Watt electrical

Pa Pascal

MPa Mega Pascal

PPA Power Purchase Agreement

ppm part per million

PET Polyethylene Terephthalate

mrad milli radianLEC Levelized Electricity Cost

O&M Operation and Maintenance

R&D Research and Development

WACC Working Average Cost of Capital

OLF Optical Light Film

Wh Watt hours

HAA High Altitude Airship

UV Ultra Violet

UHMWPE Ultra-high-molecular-weight polyethylene

LCOE Levelized cost of electricityWp Peak Watts, a standard measure of PV panel power output

Bibliography

1. Parameterized transmittance model for direct beam and circumsolar spectral irradiance. Gueymard,

Christian A. 2001, Solar energy, pp. 325, 346.

2. Enhanced radiosonde data for studies of vertical structure. Imke Durre, Xungang Yin. 2008, BAMS, pp.

1257-1262.

3.Air mass and refraction. Young, A. T. s.l. : Applied Optics. 33:11081110, 1991, Vol. 33, pp. 11081110.

4. POST: A stratospheric telescope for the Antartic. Michael A. Dopita, Holland C. Ford, John Bally,

Pierre Bely. 13, s.l. : Astron. Soc. Aust., 1996, Astron. Soc. Aust., pp. 48-59.

5. E. Onate, B. Kroplin.Textile composites and inflatable structures II. s.l. : Springer, 2008. ISBN 978-1-

4020-6855-3.


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6. Tiwari, G.N.Solar energy. s.l. : Alpha science international inc., 2002. ISBN 978-1-84265-106-3.

7. John A. Duffie, William A. Beckman.Solar Engineering of thermal processes. s.l. : John Wiley and

sons, Inc.,, 2006. ISBN-13 978-0-471-69867-8.

8. Holms, John D.Wind loading of structures. s.l. : Taylor and Francis, 2001. ISBN10: 0-415-40946-2.

9. Desalination: present and future. Semiat, Raphael. s.l. : Water International, 2000, Vol. 25, pp. 54-65.

10. George A. Olah, Alain Goeppert, G. K. Prakash.Beyond oil and gas: the methanol economy. s.l. :

Wiley-VCH, 2006. ISBN-13: 978-3-527-31275-7.

11. Imke Durre, Russell S. Vose, David B. Wuertz.Overview of the Integrated Global Radiosonde

Archive. Asheville, NC : National Cimatic Data Center, 2006.

12. D. M. Smith, W. Goodwin, J. A. Schillinger. Challanges to the worldwide supply of helium in the next

decade. Allentown, PA : Air Products and Chemicals Inc., 2002.

13. Lovins, Amory B.20 Hydrogen myths. s.l. : Rocky Mountain Institute, 2005.

14. TCOM home page. TCOM. [Online] 2010. http://www.tcomlp.com/aerostats.html.

15. Jonathan M. Ross.A Practical Approach for Ship Construction Cost Estimating. s.l. : Proteus

Engineering, Anteon Corporation, U.S.A., [email protected], 2004.

16. Ursula Murschall, Ulrich kern, Andreas Stopp, Guenther Crass.Transparent, UV

resistant,thermoformable film made from crystallizable thermoplastics, and process for its production.

6,902,818 B2 USA, 2005.

17. George D. Modica, Thomas Nehrkom, Thomas Myers.An investigation of stratospheric winds in

support of the high altitude airship. Lexington, MA : Atmospheric and environmental research Inc., 2006.


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Appendix

Figure 8 Internal structure of the Hindenburg and the Macon

The top left picture of the Hindenburg shows a partially filled gas bag. Note the shape of the

unpressurized bag. The bottom is flat, pushed up by the atmospheric pressure difference between the

top and bottom of the bag. The top presses against the framework and rope netting transferring the

buoyancy force of the pressure difference to the frame. As can be seen the sides are constrained by

ropes creating the cylindrical shape. The pressure difference between the gas bag bottom and the

average height of the gas bag top is about 100Pa-150Pa for the operational pressure altitude of the

Hindenburg. The Hindenburg only attached gas bags at the top of the frame, and when empty they hung

like a curtain along the center of the airship.


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Figure 9 Zeppelin Bodensee hanging deflated gas bag

Figure 10 Internal structure of the Shenandoah

This picture of the Shenandoah shows a partially filled gas bag. It is actually filled to an operational

volume which allows for expansion with altitude. In the Shenandoah the gas bags are attached to the

frame at the top and bottom which explains the triangular shape assumed by the bottom of the gas bag.

A close inspection shows the diagonal netting between the struts used to contain and protect the gas

bag. The long ropes across the frame that constrain the gas bag sides are also visible.


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Figure 11 Air force tethered aerostat radar

Figure 12 360m buoyant PV array


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Figure 13 Global Hawk over tropical storm

Figure 14 Global Hawk over Hurricane Earl


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Figure 15 Global Hawk path over Hurricane Earl

Figure 16 Global Hawk over Hurricane Earl


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Figure 17 Global Hawk over Hurricane Frank

Figure 18 View of a 3,600m PV array from a high-flying aircraft like Global Hawk

Compare this Google Earth view to the Global Hawk image in Fig 17 above. The earth curvature is

identical, but Google earth does not simulate the black sky accurately. If you imagine the StratoSolar

platform image superimposed on figure 17 it shows how high above the hurricane the platform would

be floating.


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Figure 19 View of a 3,600m PV array from a high-flying aircraft

Figure 20 View of a 3,600m PV array from 10km

Figure 21 View of a 3,600m PV array from 100km


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Figure 22 View of a 3,600m PV array from low earth orbit


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Figure 23 Small 360m tether and platform deflection for average wind on the tether and average wind on the platform

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Figure 24 Small 360m tether and platform deflection for maximum wind on the tether and average wind on the platform

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Figure 25 Small 360m tether and platform deflection for average winds on the tether and maximum wind on the platform

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Figure 26 Small 360m tether and platform deflection for maximum wind on the tether and maximum wind on the platform

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Maximum troposphere wind, maximum stratosphere wind

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Figure 27 Large 3600m tether and platform deflection for maximum wind on the tether and maximum wind on the platform

List of Figures:

Figure 1 Where StratoSolar fits in the atmosphere ...................................................................................... 3

Figure 2 Drawings of a single PV array and multiple joined PV array systems ............................................. 5

Figure 3 Small 360m platform tether and PV array deflection under wind loads ........................................ 9

Figure 4 Large 3600m platform tethers and array deflection under maximum wind load .......................... 9

Figure 5 PV electricity cost and capital cost reduction with growth of cumulative GWp for different

utilization factors ........................................................................................................................................ 10

Figure 6 PV system cost and volume projection to 2027 ........................................................................... 15Figure 7 PV subsidy cost projection to 2026 .............................................................................................. 15

Figure 8 Internal structure of the Hindenburg and the Macon .................................................................. 23

Figure 9 Zeppelin Bodensee hanging deflated gas bag .............................................................................. 24

Figure 10 Internal structure of the Shenandoah ....................................................................................... 24

Figure 11 Air force tethered aerostat radar............................................................................................... 25

Figure 12 360m buoyant PV array ............................................................................................................. 25

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max troposphere, max stratosphere wind

Y


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Figure 13 Global Hawk over tropical storm ................................................................................................ 26

Figure 14 Global Hawk over Hurricane Earl ................................................................................................ 26

Figure 15 Global Hawk path over Hurricane Earl ........................................................................................ 27

Figure 16 Global Hawk over Hurricane Earl ............................................................................................... 27

Figure 17 Global Hawk over Hurricane Frank ............................................................................................ 28Figure 18 View of a 3,600m PV array from a high-flying aircraft like Global Hawk ................................... 28

Figure 19 View of a 3,600m PV array from a high-flying aircraft ............................................................... 29

Figure 20 View of a 3,600m PV array from 10km ...................................................................................... 29

Figure 21 View of a 3,600m PV array from 100km .................................................................................... 29

Figure 22 View of a 3,600m PV array from low earth orbit ........................................................................ 30

Figure 23 Small 360m tether and platform deflection for average wind on the tether and average wind

on the platform ........................................................................................................................................... 31

Figure 24 Small 360m tether and platform deflection for maximum wind on the tether and average wind

on the platform ........................................................................................................................................... 32

Figure 25 Small 360m tether and platform deflection for average winds on the tether and maximumwind on the platform .................................................................................................................................. 33

Figure 26 Small 360m tether and platform deflection for maximum wind on the tether and maximum

wind on the platform .................................................................................................................................. 34

Figure 27 Large 3600m tether and platform deflection for maximum wind on the tether and maximum

wind on the platform .................................................................................................................................. 35

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