English, asked by bharathsekar2017, 8 months ago

Melbourne-Wubbena LC

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Answered by laxminarayanlakhawat

Answer:

give question properly ok

Answered by adarsh797685

Answer:

Narrow-laning combinations: These combinations create signals with a narrow wavelength. The signal in this combination has a lower noise than each separated component. It is used to reduce the code noise in the Melbourne-Wübbena combination to estimate the wide-lane ambiguity.

ΦLN=f1ΦL1+f2ΦL2f1+f2 ; RPN=f1RP1+f2RP2f1+f2(4)

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