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找到约 2,916 项符合 Energy 的代码

liftthing.java

//package src; import java.util.Random; public class LiftThing { // energy;enemy; int Lift; int time; int Lift_X,Lift_Y; int speed; public boolean alive; Random r = new Random(

ener.m

function [dataout]=ener(datain,T1,T2) %[dataout]=ener(datain,T1,T2) % %This function will do energy balancing on the traces in datain based %on the amplitudes of the data in the time window between t

energyi.h

#ifndef energyi_h #define energyi_h #include "functioni.h" #include "moleculei.h" #include "energy.h" class MolecularEnergy; class C_MolecularEnergyImpl: public C_FunctionImpl { protected: M

clarinette.book

LastWave Header Name : m Signal dx : 6.2500003e-05 Signal size : 29722 Signal energy : 2486.3455 Decomp border type 3 Decomp atomWindow 9 Decomp oMin 2 oMax 14 Decomp tNSON 2 fNSON

harmo_exemple.book

LastWave Header Name : m Signal dx : 1 Signal size : 1024 Signal energy : 68.97686 Decomp border type 3 Decomp atomWindow 9 Decomp oMin 2 oMax 9 Decomp tNSON 4 fNSON 4 Decomp flagN

rce.m

function test_targets = RCE(train_patterns, train_targets, test_patterns, lambda_m) % Classify using the reduced coulomb energy algorithm % Inputs: % train_patterns - Train patterns % train_tar

rce.m

function test_targets = RCE(train_patterns, train_targets, test_patterns, lambda_m) % Classify using the reduced coulomb energy algorithm % Inputs: % train_patterns - Train patterns % train_tar

addenda-3.0

1. 7/2/99 "ENERGY =" has been changed to "dG =" throughout. The mfold script now creates a $FILE_PREFIX.dh file by running 'efn' to compute (RNA or DNA) enthalpies of the original ct file, when entha

e150b.inp

e150b { Modeling the E-150 plasma lens experiment at SLAC -- High-energy electron bunch enters a dense neutral gas in cylindrical geometry. The electron beam is Gaussian in z and r. Boundary cond

e150pos_test.inp

e150pos { Modeling the E-150 plasma lens experiment at SLAC -- High-energy positron bunch enters a dense neutral gas in cylindrical geometry. The positron beam is Gaussian in z and r. Boundary con