Supported linear units, map projections, and projected coordinate...

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  • Su

    pp

    ort

    ed li

    nea

    r u

    nit

    s, m

    ap p

    roje

    ctio

    ns,

    an

    d

    pro

    ject

    ed c

    oo

    rdin

    ate

    syst

    ems

    Map

    pro

    ject

    ion

    para

    met

    ers

    Nam

    e S

    pher

    e-on

    ly

    Par

    amet

    ers

    (key

    bel

    ow)

    Aito

    ff ye

    s la

    m0

    A

    lber

    s E

    qual

    Are

    a C

    onic

    lam

    0 ph

    i1

    phi2

    ph

    i0

    Azi

    mut

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    quid

    ista

    nt

    la

    m0

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    B

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    ann

    yes

    lam

    0 B

    onne

    lam

    0 ph

    i1

    Cas

    sini

    lam

    0 ph

    i0

    k0

    Cra

    ster

    Par

    abol

    ic

    yes

    lam

    0

    Cub

    e ye

    s la

    m0

    optio

    n C

    ylin

    dric

    al E

    qual

    Are

    a

    lam

    0 ph

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    Dou

    ble

    Ste

    reog

    raph

    ic

    la

    m0

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    k0

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    cker

    t I

    yes

    lam

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    t II

    yes

    lam

    0 E

    cker

    t III

    yes

    lam

    0 E

    cker

    t IV

    ye

    s la

    m0

    Eck

    ert V

    ye

    s la

    m0

    Eck

    ert V

    I ye

    s la

    m0

    Equ

    idis

    tant

    Con

    ic

    la

    m0

    phi1

    ph

    i2

    phi0

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    quid

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    nt C

    ylin

    dric

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    yes

    lam

    0 ph

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    Fla

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    uarti

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    yes

    lam

    0 F

    ulle

    r ye

    s op

    tion

    Gal

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    yes

    lam

    0 G

    auss

    -Kru

    ger

    la

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    k0

    G

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    ye

    s la

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    H

    amm

    er-A

    itoff

    yes

    lam

    0

    Hot

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    Tw

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    oint

    lam

    1 ph

    i1

    lam

    2 ph

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    k0

    H

    otin

    e A

    zim

    uth

    la

    mc

    phic

    az

    i k0

    K

    rova

    k

    lam

    c ph

    ic

    pphi

    1 az

    i k0

    xsca

    le

    ysca

    le

    xyro

    tatio

    n La

    mbe

    rt A

    zim

    utha

    l Equ

    al A

    rea

    la

    m0

    phi0

    La

    mbe

    rt C

    onfo

    rmal

    Con

    ic

    la

    m0

    phi1

    ph

    i2

    phi0

    k0

  • Loca

    l

    lam

    c ph

    ic

    azi

    k0

    Loxi

    mut

    hal

    yes

    lam

    0 ph

    i0

    Mer

    cato

    r

    lam

    0 ph

    i1

    Mill

    er C

    ylin

    dric

    al

    yes

    lam

    0 M

    ollw

    eide

    ye

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    New

    Zea

    land

    Map

    Grid

    lam

    0 ph

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    Orth

    ogra

    phic

    ye

    s la

    mc

    phic

    P

    late

    Car

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    0 P

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    onic

    lam

    0 ph

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    Qua

    rtic

    Aut

    halic

    ye

    s la

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    Rob

    inso

    n

    lam

    0 R

    obin

    son_

    AI (

    Arc

    Info

    )

    lam

    0 R

    SO

    lam

    c ph

    ic

    azi

    k0

    xyro

    tatio

    n S

    inus

    oida

    l

    lam

    0 S

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    phic

    lam

    0 ph

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    Ste

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    orth

    Pol

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    raph

    ic S

    outh

    Pol

    e

    lam

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    k0

    Tim

    es

    yes

    lam

    0 T

    rans

    vers

    e M

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    tor

    la

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    k0

    T

    wo-

    Poi

    nt E

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    nt

    yes

    lam

    1 ph

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    lam

    2 ph

    i2

    Van

    der

    Grin

    ten

    I ye

    s la

    m0

    Ver

    tical

    Nea

    r-si

    de P

    ersp

    ectiv

    e ye

    s la

    mc

    phic

    he

    ight

    W

    inke

    l I

    yes

    lam

    0 ph

    i1

    Win

    kel I

    I ye

    s la

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    W

    inke

    l Trip

    el

    yes

    lam

    0 ph

    i1

    Key

    to p

    aram

    eter

    s

    lam

    0 C

    entra

    l mer

    idia

    n la

    m1

    Long

    itude

    of f

    irst p

    oint

    la

    m2

    Long

    itude

    of s

    econ

    d po

    int

    lam

    c Lo

    ngitu

    de o

    f cen

    ter

    phi0

    La

    titud

    e of

    orig

    in

    phi1

    F

    irst s

    tand

    ard

    para

    llel o

    r lat

    itude

    of f

    irst p

    oint

    ph

    i2

    Sec

    ond

    stan

    dard

    par

    alle

    l or l

    atitu

    de o

    f sec

    ond

    poin

    t ph

    ic

    Latit

    ude

    of c

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    r k0

    S

    cale

    fact

    or

    pphi

    1 P

    seud

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    anda

    rd p

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    (Kro

    vak)

    xs

    cale

    X

    sca

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    ysca

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    Y s

    cale

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    vak)

    xy

    rota

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    XY

    Pla

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    O (γ

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    heig

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    Hei

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    Ver

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  • Map

    pro

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    017

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    024

    Cas

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    8 C

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    034

    Dou

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    036

    Hot

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    039

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    033

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    Mill

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    040

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    053

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    Rob

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  • Sin

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    43

    048

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    029

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    Map

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    D_1

    950_

    TM

    36

    2322

    T