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Device Characterization
1
2
Transistor Modeling
Testing Measuring the dc, S-parameters, noise parameters, etc.
Parameters extraction Small-signal model
Large-signal model
Extracting the parameters of the equivalent circuits or equations
Creating model
Comparison of the measured and simulated results Bias-dependent S-parameters, IV characteristics, RF load-pull data
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Transistor Testing
DC characteristics (DCIV)
Semiconductor parameter analyzer
RF characteristics (Sparameters)
Vector network analyzer
Semiconductor parameter analyzer
Bias T
Calibration
Vector Network
Analyzer (8510)
Semiconductor
Parameter Analyzer
(4156)
DUTBias T Bias T
4
Devices Measurement
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Calibration Using Open Pad
Y1 Y2
Y3
6
Y1 Y2
Y3
11 1221 22
DUT
Y YY
Y Y
11 1 3 12 3
21 3 22 2 3
Y Y Y Y Y Y
Y Y Y Y Y
1 3 3PAD
3 2 3
Y Y YY
Y Y Y
- PAD DUT Y Y Y
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Two-Step Calibration
Y
SHORTY
OPENY
1 1 3 3
3 2 3
L L L
SHORT OPEN
L L L
Z Z Z Y Y
Z Z Z
1 1
OPEN SHORT OPEN DUT Y Y Y Y Z
M.C.A.M. Koolen, J.A.M. Geelen, and M.P.J.G Versleijen, Animproved de-embedding technique for on-wafer high-frequency
characterization, Proceedings of the 1991 Bipolar Circuits and
Technology Meeting, pp. 188-191, Sept. 1991
8
SOLT CalibrationS: Short, O: Open O: Open, S: Short T: ThroughL: Load
Characteristics of the all calibration kits are needed
Short:
Open:
Load:
Limitation: accuracy of the models of the calibration kits
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TRL Calibration
Characteristic impedance and
length of the line are needed
Limitation: frequency range (20 ~
160 degree of the line)
Multi-Line TRL calibration
T: Through R: Reflect (short or open)
L: Line
G. F. Engen, and C. A. Hoer, Thru-Reflect-Line: an improved technique for calibrating the dual six-
port automatic network analyzer,IEEE Trans. Microw. Theory Tech., vol. 51, no. 4, pp. 1076-1085,
Apr. 2003.
10
Diode Modeling
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Diode
Mixer, frequency multiplier, switch, phase shifter
Schottky diode
Drain-source connected HEMT
Mixer, frequency multiplier
PIN diode
Switch, phase shifter
Schottky
Ohmic
12
Diode Model
Nonideal diode current equation
V: voltage across junction
K: Bolzmanns constant (1.37 x 10-23 J/K)
T: absolute temperature
q: 1.6 x 10-19 C
: Ideality factor
jC
SR
Ideal diode current equation
0 1qV
KT I V I e
0 1qV
KT I V I e
Diode model
Nonlinear resistor (current source)
Nonlinear capacitor
Series resistor
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1
2
0 1
qV
KT
S
V
I I e R
2V
SR
1V
I
2 SV IR
1 2 0ln ln SKT
V V V I I IRq
S
dV KT R
dI qI
0.2 0.4 0.6 0.8 1.0 1.2 1.40.0 1.6
10
20
30
40
0
50
Vd
I_Probe1.i,mA
0.2 0.4 0.6 0.8 1.0 1.2 1.40.0 1.6
-30
-25
-20
-15
-10
-5
-35
0
Vd
ln(I_
Probe1.i
)
High current
0ln lnKT
V I Iq
Low current
0ln lnqV
I IKT
0
1 lnI
I
q
KTV
14
Capacitance-Voltage Characteristic
Voltage-dependent capacitor
Reverse-voltage capacitive effect of
the depletion region
Forward-voltage charge represented
by mobile carriers in the diode
junction
0
1/2C
1 /
j
j
j
C
V
Cj0: zero-bias value
: junction barrier potential
2
0
21 /
j
j
j
CV
C
jV
21/ jC
-0.5 0.0 0.5-1.0 1.0
100
200
300
400
0
500
Vd
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Build a Diode Model Using
Symbolically Defined Devices (SDD) inADS
16
Voltage Control Current Source
Eqn Based-Nonlinear SDD1P
jC
SR
0 1qV
KT I V I e
File Design Parameters
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Voltage Control CapacitorjC
SR
Implicit equation defining a nonlinear
relationship of port voltages and port
currents
1 2 1 2, ,..., , , ,..., 0n nf V V V I I I
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Diode Model
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Diode Modeling Example
20
DCIV
Export IV data
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Read Measured IV Data Data Item DAC
22
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andI0 Extraction
0 0ln lnVI I slopeq
KT
24
S
dV KT R
dI qI
RSExtraction
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IV Comparison
26
Read Measured Sparameters
Data Item DAC
Eqn Based-Linear S2P_Eqn
Simulate S-parameters: -1 V ~ 0.5 V
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Cj0 and
2
0
21 /
j
j
j
CV
C
0 0j j j V C C
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S-Parameters Comparison
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Exercise: Diode Modeling
Data
DCIV: Diode_IV_Measurement.ds
S-parameters: Diode_S_Measurement_xxum.ds
Modeling
Use SDD in ADS
Diode size: 20, 40, 60, 80 m
List your model parameters in a table DCIV
S parameters (0 V, 0.5 V, -0.5 V)