Calculations show longitude and latitude differences between clocks change their lunar tidal fractional frequency shifts, with Moon longitude affecting phase and amplitude.
91 × 10− 17 cos (2△ λ) ] , (20) which is obtained by simplifying Eq
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The influence of lunar tidal potential on clock frequencies at different positions on Earth
Calculations show longitude and latitude differences between clocks change their lunar tidal fractional frequency shifts, with Moon longitude affecting phase and amplitude.