A Relativistic Framework to Establish Coordinate Time on the Moon and Beyond
The paper discusses establishing a coordinate time framework for celestial bodies like the Moon based on Einstein's theory of relativity. It highlights the importance of synchronized clocks for accurate communication and navigation.
Read original articleThe paper discusses the establishment of a coordinate time framework for celestial bodies like the Moon based on Einstein's theory of relativity. It explains how the rate of standard clocks is affected by gravitational potential and relative motion, leading to the need for synchronized clocks to compare local time variations due to gravitational and kinematic effects. The framework introduces a relationship between coordinate times for the Moon and Earth, highlighting differences in clock rates. This understanding is crucial for communication infrastructure, navigation in cislunar space, and ensuring interoperability of position, navigation, and timing systems across celestial bodies. The research emphasizes the importance of accurate estimation of rate differences across celestial bodies for reliable communications and precise navigation in the solar system.
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the CSPICE toolkit from JPL/NAIF has a bunch of routines to calculate local time, local time of arrival of events from other places (light cone, I suppose?), down to the nanosecond.
Can someone kind explain this unit for me? microseconds per day.
Does that mean that the relativistic difference is cummulative? In other words, does it add up over time?
It made me realise that we currently live in a time that can never be accurately referenced outside the planet.
So no software can ever truly define 2024-07-11T00:00 on Pluto.
It also makes me think that the Mass Relais in Mass Effects could actually also be atomic clocks forming this galactic time grid of reference, so in-game lore seems less implausible.
Typo?
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