代码搜索结果
找到约 2,916 项符合
Energy 的代码
i-11-3.txt
(Woman) Today I want to talk about the Earth's last major climatic shift, at the end of the last ice age.
But first, let's back up a moment and review what we know about climatic change in genera
hoffmann.m
function b = hoffmann(Ea0,Ea,Ew,walkers,T,step,maxsteps,C)
% Equilibration method supplied with SA Tools.
% Copyright (c) 2002, by Richard Frost and Frost Concepts.
% See http://www.frostconcepts.c
thermospeedr.m
function T = thermospeedR(Ea,Estd,walkers,dEtgt,v,e,T,t,P)
% Heat capacity thermospeed temperature update method supplied with SA Tools.
% Copyright (c) 2002, by Richard Frost and Frost Concepts.
%
geman.m
function T = geman(Ea,Estd,walkers,dEtgt,v,e,T,t,P)
% Geman temperature update method supplied with SA Tools.
% Copyright (c) 2002, by Richard Frost and Frost Concepts.
% See http://www.frostconcep
geometric.m
function T = geometric(Ea,Estd,walkers,dEtgt,v,e,T,t,P)
% Geometric temperature update method supplied with SA Tools.
% Copyright (c) 2002, by Richard Frost and Frost Concepts.
% See http://www.fro
berkeley.m
function T = berkeley(Ea,Estd,walkers,dEtgt,v,e,T,t,P)
% Berkeley temperature update method supplied with SA Tools.
% Copyright (c) 2002, by Richard Frost and Frost Concepts.
% See http://www.frost
hartley.m
function T = hartley(Ea,Estd,walkers,dEtgt,v,e,T,t,P)
% Hartley temperature update method supplied with SA Tools.
% Copyright (c) 2002, by Richard Frost and Frost Concepts.
% See http://www.frostco
retrospect.m
function T = retrospect(Ea,Estd,walkers,dEtgt,v,e,T,t,P)
% Retrospective temperature update method supplied with SA Tools.
% Copyright (c) 2002, by Richard Frost and Frost Concepts.
% See http://ww
ex.dpr
{
Simluate
}
program Ural_1299(Input,Output);
type
TIndex=Int64;
var
Energy,Ammunition,
Enemy,EnemyEnergy,DangerAngle,
Allied,AlliedEnergy,NextAngle:TIndex;
Pattern:Char;
function Min
nspte.m
function [h,xs,w] = nspte(data,nyy,t0,t1)
% The function NSPTE calculates the spectrum using Teager Energy Operator
% applied to data(n,k), where n is the number of data points
% and k is the num