Interferometry is the most accurate measurement possible. That’s why i translation - Interferometry is the most accurate measurement possible. That’s why i English how to say

Interferometry is the most accurate

Interferometry is the most accurate measurement possible. That’s why it is used to measure large distances (to stars) and very short distances (size of atoms etc.). However, it absolutely requires a coherent target. This means that the target cannot move more than ¼ of a wavelength between acquisitions. So for RSAT2 the target cannot move more than 5.5cm. / 4 = 1.375 cm. in the 24 days between each acquisition. If we use data sets which are acquired at 48 or 72 day intervals, the restriction remains. Any movement bigger than 1.375 cm. will result in reduced coherency. For your data sets, where you see bands of solid colours, you have good coherence. In the areas where the measurements are “speckley” (for example over water or areas of shadow (no signal)) the results are unreliable. That’s why we usually average over many combinations of data sets. I should caution that we have not integrated the phase unwrapping yet. We expect to complete it before the next release. This means that large displacements bigger than 5.5 /4 = 1.375 cm. between acquisitions may be incorrect. This will not be a problem in the release version.
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Interferometry is the most accurate measurement possible. That's why it is used to measure large distances (to stars) and very short distances (size of atoms etc.). However, it absolutely requires a coherent target. This means that the target cannot move more than ¼ of a wavelength between acquisitions. So for RSAT2 the target cannot move more than 5.5cm. / 4 = 1.375 cm. in the 24 days between each acquisition. If we use data sets which are acquired at 48 or 72 day intervals, the restriction remains. Any movement bigger than 1.375 cm. will result in reduced coherency. For your data sets, where you see bands of solid colours, you have good coherence. In the areas where the measurements are "speckley" (for example over water or areas of shadow (no signal)) the results are unreliable. That's why we usually average over many combinations of data sets. I should caution that we have not integrated the phase unwrapping yet. We expect to complete it before the next release. This means that large displacements bigger than 5.5 /4 = 1.375 cm. between acquisitions may be incorrect. This will not be a problem in the release version.
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Interferometry is the most accurate measurement possible. That's why it is used to measure large distances (to stars) and very short distances (size of atoms etc.). However, it absolutely requires a coherent target. This means that the target can not move more than ¼ of a wavelength between acquisitions. So for RSAT2 the target can not move more than 5.5cm. / 4 = 1.375 cm. in the 24 days between each acquisition. If we use data sets which are acquired at 48 or 72 day intervals, the restriction remains. Any movement bigger than 1.375 cm. will result in reduced coherency. for your data sets, where you see bands of solid colours, you have good coherence. in the areas where the measurements are "speckley" (for example over water or areas of shadow (no signal)) the results are unreliable. that's why we usually average over many combinations of data sets. I should caution that we have not integrated the phase unwrapping yet. We expect to complete it before the next release. This means that large displacements bigger than 5.5 / 4 = 1.375 cm. between acquisitions may be incorrect. This will not be a problem in the release version.
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Is the most accurate measurement Interferometry possible. S" why it is used to measure large distances (stars to) very short distances and size (of atoms etc.). That () (). It, absolutely requires a coherent target. However This means that the target cannot move more than of a wavelength between acquisitions. For RSAT2 the target So cannot move more than 5.5cm. 4 = 1.375 cm. The in 24 between days each acquisition. We use data If sets which are acquired at 48 or 72 intervals the restriction remains. day. Movement bigger than Any 1.375 cm. Result in reduced coherency. will Your data sets where you see bands of solid colours you For have good coherence. The areas where the for measurements are speckley (example over water or areas of shadow (signal no) the results are unreliable. In. S" why we usually average over many That combinations of data sets. Should caution that we I have not integrated the phase unwrapping yet. Expect to complete it We before the next release. Means that large displacements bigger than This 5.5 /4 = 1.375 cm. Acquisitions may be incorrect. between Will not be a This problem in the release version.
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