All Tables

Table 1: Corrections to the nominal values of various parameters formerly fit to DE200, resulting from the comparison of ELP/MPP02 to DE405 and LLR.
Fit to DE405: [+1950; +2060]; 40000 days; initial epoch: 1/1/1950 (0h); number of abscissa: 2000.
Fit to LLR: [+1972; +2001]; 14500 observations; 4 observing stations.
The corrections are given in arcsecond except for $\nu$ , n', w₂⁽¹⁾, w₃⁽¹⁾ in arcsecond/cy and w₁⁽²⁾ in arcsecond/cy².
Table 2: Number of terms in the series MPP and planetary perturbations in ELP at different level of truncation $\epsilon$ .
(a): $\epsilon = 0$ ; the series are complete.
(b): $\epsilon =10^{-5}$ '' for the coefficients in longitude and latitude, 1 cm in distance for periodic terms; $\epsilon$ decreases from 10^-5'' to 10^-7'' for Poisson terms depending on the time power.
(c): $\epsilon =10^{-5}$ '' for the coefficients in longitude and latitude, 2 cm in distance.
$K_{\rm Max}$ is the maximum time power of Poisson series. The time unit is the century.
Table 3: Comparisons of ELP, ELPa*, ELP/MPP02 and ELP/MPP02* with DE405 and DE406 over a short period and a long period of time. Maximum of the differences in absolute value.
Interval A: Differences between [+1950; +2060] with DE405
Interval B: Differences between [-3000; +2500] with DE406.
Table 4: Secular variations of the lunar arguments fit to DE406: two different determinations. Units: coefficients in arcsecond; time in century.
Table 5: Minimum ( $D_{\rm Min}$ ) and maximum ( $D_{\rm Max}$ ) value of the differences between ELP and ELP/MPP02 with DE406 for the longitude V; maximum of the difference in absolute value for latitude U and distance r ( $D_{\rm Sup}$ ).
ELP and ELP/MPP02: the original solutions; ELPa: the original ELP solution modified with a few Poisson terms.
ELPa* and ELP/MPP02*: solutions with secular variations of thelunar arguments fit on DE406.
Interval (B): [-3000; +2500]
Interval (C): [+1500; +2500]
Table 6: Minimums and maximums of the differences $\delta$ and $A_{\delta }-\delta$ over millennia; algebraic value for longitude ( $D_{\rm Min}$ and $D_{\rm Max}$ ); absolute value for latitude and distance ( $D_{\rm Sup}$ ).
$\delta$ : DE406 - ELP/MPP02; $A_{\delta }$ : Approximation of the differences $\delta$ ; Time interval: [+500; +2500].