Truncation error formulae for the disturbing gravity vector. Chuanding Zhang,Zhonglian Li,Xiaoping Wu. Journal of Geodynamics . 1998Z. Chuanding, L. Zhonglian, W. Xiaoping. Truncation error formulae for the disturbing gravity vector[J].Journal of Geodesy, 1998, 72: 119-123....
We use the continued fraction expansion of $\\alpha$ to obtain a simple, explicit, formula for the sum \\[ C_{m}(\\alpha,\\gamma)=\\sum_{1\\leq k\\leq m} \\left( \\left\\{ k\\alpha +\\gamma \\right\\} -\\frac{1}{2} \\right)\\] when $\\al... C Pinner - 《...
Truncationerrorresultsfromusingonlythefirstfewtermsofaninfiniteseries. 舍弃误差则因在无穷级数中仅计算及有限项数而造成。 www.tdict.com 3. Thetruncationerrorotthecomputationformulaofsolarabsorptance,usedinengineering, has beenanalyzedanddiscussedindetail. ...
truncation error Linguee +人工智能=DeepL翻译器 翻译较长的文本,请使用世界上最好的在线翻译! ▾ 英语-中文正在建设中 truncation名— 截断名 error名— 差名 · 故障名 · 谬误名 · 讹名 · 纰名 · 误区名 · 错误名 · 差错名 · 谬种名...
The present formula has been conveniently processed by an electronic computer, providing the value of Q n up to a degree n=49 which are exactly equal to those of Paul (1973). 关键词: Paleontology DOI: 10.1007/BF02522312 被引量: 27 年份: 1976 ...
("A" & r).Formula) > 0 ' repeat until first empty cell in column A With rs .AddNew ' create a new record ' add values to each field in the record .Fields("FieldName1") = Range("A" & r).Value .Fields("FieldName2") = Range("B" & r).Value .Fields("FieldNameN") = ...
A new 4th order runge-kutta method for initial value problems with error control A new 4th order Runge-Kutta method for solving initial value problems is derived by replacing the arithmetic means in the formula where etc., by their geom... Evans,J D. - 《International Journal of Computer ...
On the one hand, local mesh adaptation strategies based on error estimation have been proposed to reduce the number of degrees of freedom while keeping a similar accuracy. On the other hand, multigrid solvers may accelerate time marching computations for a fixed number of degrees of freedom. In...
We derive analytical expressions for the truncation and roundoff errors associated with these finite difference formulae. Using these error expressions, we find optimal values for the stepsize and the distribution of the three points, relative to the given node. The latter are obtained assuming ...
To quantify the contribution, we use the formula in Eq. (13). \({x}_{\mu }^{{{\rm{DC}}}\) is an indicator measuring the variation of the Density matrix Contribution (DC) of the μth AO basis function. St[Oμ(t)] computes the standard deviation of Oμ(t) for the total simu...