Concept explainers
Develop the observation equations for the given baseline
Given that
Baseline vector are given as
Explanation:
Writing observation equation for X coordinate for jim to troy:
WHERE
XB= X coordinate of the station bonnie =
∆XB-R= X component in baseline vector =
∆1= residual
Writing observation equation for Y coordinate for Bonnie to Ray:
WHERE
YB= Y coordinate of the station BONNIE =
∆2= residual
Writing observation equation for Y coordinate for Bonnie to Ray:
WHERE
ZB= Z coordinate of the station bonnie =
∆ZB-R= Z component in baseline vector =
∆3= residual
Writing observation equation for X coordinate for tom to herb:
WHERE
XT= X coordinate of the station Tom =
∆XT-H= X component in baseline vector =
∆4= residual
Writing observation equation for y coordinate for tom to herb:
WHERE
YT= Y coordinate of the station tom = -4,653,039.613m
∆YT-H= Y component in baseline vector = 2,273.364m
∆5= residual
Writing observation equation for Z coordinate for tom to herb
WHERE
ZT= Z coordinate of the station tom = 4,187,198.360m
∆ZT-H= Z component in baseline vector = 4652.903m
∆6= residual
Conclusion:
Hence, the observation equations for baseline components are:

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