代码搜索：磁场分布
找到约 3,825 项符合「磁场分布」的源代码
代码结果 3,825
www.eeworm.com/read/154133/5640304
bas t分布m1.bas
Attribute VB_Name = "modCall"
Option Explicit
'计算t分布函数的下侧概率和密度函数
Sub Main()
Dim I As Integer, TT As Double, p As Double, d As Double
Dim sngP As Single, sngD As Single
For I = 10 To
www.eeworm.com/read/154133/5640314
vbp 泊松分布v.vbp
Type=Exe
Reference=*\G{00020430-0000-0000-C000-000000000046}#2.0#0#C:\WINDOWS\System32\stdole2.tlb#OLE Automation
Module=modMethod; 泊松分布M.bas
Form=泊松分布F.frm
Module=modParameter; 泊松分布M1.bas
Form=泊
www.eeworm.com/read/154133/5640315
vbw 泊松分布v.vbw
modMethod = 89, 68, 735, 532,
frmInput = 48, -6, 556, 380, , 22, 29, 623, 501, C
modParameter = 44, 58, 709, 391,
frmOutput = 111, 41, 721, 461, , 62, -18, 653, 633, C
www.eeworm.com/read/154133/5640316
frm 泊松分布f.frm
VERSION 5.00
Begin VB.Form frmInput
Appearance = 0 'Flat
BackColor = &H80000005&
Caption = "泊松分布"
ClientHeight = 3120
ClientLeft = 60
Cl
www.eeworm.com/read/154133/5640318
bas 泊松分布m.bas
Attribute VB_Name = "modMethod"
'泊松分布
Option Explicit
'计算符合泊松分布事件的概率
'n：试验次数
'p：一次试验中事件A出现的概率
'x：n次试验中事件A出现的次数
'Poi：事件A出现x次的概率
Public Sub Poisson(n As Integer, p As Single, x As Integer, Poi A
www.eeworm.com/read/154133/5640338
bas f分布m1.bas
Attribute VB_Name = "modCall"
Option Explicit
'调用计算F分布函数的子程序
Sub Main()
Dim I As Integer, J As Integer, dblK As Double
Dim pp As Double, dd As Double
Dim sngP As Single, sngD As Sing
www.eeworm.com/read/154133/5640344
bas 正态分布m1.bas
Attribute VB_Name = "modCall"
Option Explicit
'调用计算正态分布函数的子程序
Sub Main()
Dim x, F
For x = 1 To 5
Norm x, F '调用计算正态分布函数的子程序
Debug.Print "正态偏离点 x =", x, "下侧概率 F =", F
www.eeworm.com/read/310172/13656968
dat bookinfo.dat
[General Information]
书名=计算电磁场的矩量法
作者=[美]哈林登
页数=257
SS号=10248319
出版日期=1981年06月第1版
www.eeworm.com/read/443020/7639365
m kaifeng.m
function y=kaifeng(m,n)
%产生开丰分布，其中m代表开丰分布的自由度，n表示产生的点数量
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
y=zeros(1,n);
if(floor(m/2)==m/2)
for i=1:m/2
[x1,x2]=gaussian(n);
www.eeworm.com/read/443020/7639367
m bernoulli.m
function y=bernoulli(p,n)
%产生数据量为n的贝努利分布,其中p属于(0-1)之间。
%-----------------------
%
u=junyun(n);
y=zeros(1,n);
for i=1:n
if(u(i)