2008 hanoi satellite radar interferometry

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    Satellite Radar InterferometryPart 1, Background interferometry

    Doris course, 3-7 February 2008, Hanoi, Vietnam

    Ramon HanssenDelf t University of Technology (TU Delf t )The Netherlands

    Delft I nstit ut e of Earth Observation and Space Systems

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    Aim

    Provide a background in radar interferometry,including practical data processing using Doris.

    Participants: Ranging from novices to expert users

    1. Software users with limited theoretical

    background (what does the software dointernally?)

    2. Users with significant theoretical knowledge,but limited knowledge of software (e.g. Doris)

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    Level of participants

    Interferometry experience?

    Complex data?

    Phase differences? Ambiguities?

    Operating systems: MS-Windows, Macintosh,Linux/Unix

    Live-USB

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    (2+i6)*(3+i7)

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    Contents Radar InterferometryDay 1 InSAR introduction (F. Sarti) InSAR basics (R. Hanssen)

    Doris Practical setup (R. Hanssen)Day 2 InSAR 1. (F. Rocca) Doris Practical 1 (Installation Linux/ Doris) (R. Hanssen)Day 3

    InSAR 2. (F. Rocca) Doris Practical 2 (Small baseline deformation) (R. Hanssen)Day 4 InSAR 3. (F. Rocca) Doris Practical 3 (Topographic pair) (R. Hanssen)

    Day 5 InSAR 4. (F. Rocca) Doris Practical 4 (Differential InSAR) (R. Hanssen)

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    SAR SLC observations

    SLC: Single-Look Complex data

    Single-look: no averaging, finest

    spatial resolution

    Complex: both real and imaginary(In-phase and quadrature phase)

    stored

    AmplitudePhase

    Uninterpretable, due toscattering mechanism

    Coherent imaging

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    Radar Interferometry

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    Example in 2D: interferogram

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    Range

    Expressed as phase

    (radians)

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    Range

    Expressed as

    integer cycles +fractional phase

    frac

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    Reference phase (flat earth phase)

    Ellipsoid

    -

    +

    Topography will add

    variation to the flatearth phase

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    Amplitude

    Reference phase

    RADAR INTERFEROMETRIC OBSERVATIONS

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    Phase-range relationship

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    Phase-height relationship(Far-field approximation)

    Ellipsoid

    Topographic phase is (inversely)scaled by the perpendicularbaseline!

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    Amplitude

    Reference phase

    Topographic phase

    RADAR INTERFEROMETRIC OBSERVATIONS

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    Height ambiguity

    Height difference related to 1 phase cycle:

    0

    100

    200

    300

    400

    500

    20

    100

    180

    260

    340

    420

    500

    580

    660

    740

    820

    900

    Perpendicular baseline [m]

    Heighta

    mbiguity[m]

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    Baseline dependency, height ambiguity

    Bperp 173 m, Bt= 1day Bperp 531 m, Bt= 1 day

    H2pi=4 5 m H2pi=1 6 m

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    Deformation

    measurements

    C ti l I t f t B th k 26/12/2003

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    Conventional Interferometry: Bam earthquake 26/12/2003