CodeBus
www.codebus.net
Search
Sign in
Sign up
Hot Search :
Source
embeded
web
remote control
p2p
game
More...
Location :
Home
Search - Cubic Spline
Main Category
SourceCode
Documents
Books
WEB Code
Develop Tools
Other resource
Search - Cubic Spline - List
[
Mathimatics-Numerical algorithms
]
Cubic Spline
DL : 0
使用 Cubic spline 三次内差做曲线拟合,以C++物件方式.做成元件.含source Code -use within three Cubic spline curve fitting done worse to C objects manner. Causing components. Source-Code
Update
: 2008-10-13
Size
: 349.69kb
Publisher
:
秦國銘
[
Special Effects
]
Cubic-Spline-Interpolation
DL : 0
不管对于图像的编码还是解码,三次样条算法的性能都是很好的,然后由于计算量比较大使他的效率有所下降,在次提出了一个考虑算法质量的前提下的快速算法。-regardless of the coding for images or decoding, cubic spline algorithm performance are good, and then because of the comparison calculation of the efficiency Ambassador he declined, in a meeting of the algorithm to consider the quality of the fast algorithm.
Update
: 2008-10-13
Size
: 269.11kb
Publisher
:
王献中
[
Mathimatics-Numerical algorithms
]
s
DL : 0
计算三次样条插值函数-Calculation of cubic spline interpolation function
Update
: 2025-02-17
Size
: 1kb
Publisher
:
lxw
[
Mathimatics-Numerical algorithms
]
三次样条插值
DL : 0
三次样条插值计算方程组-cubic spline interpolation equations
Update
: 2025-02-17
Size
: 51kb
Publisher
:
[
Graph program
]
cubic spline interpolation
DL : 0
样条插值计算车门曲线-spline interpolation calculation door curve
Update
: 2025-02-17
Size
: 266kb
Publisher
:
杨柳
[
CSharp
]
3ciyangtiao
DL : 0
三次样条插值的C语言算法,但是总是数据溢出-cubic spline interpolation algorithm in C language, but always data overflow
Update
: 2025-02-17
Size
: 3kb
Publisher
:
郑
[
Special Effects
]
Cubic-Spline-Interpolation
DL : 0
不管对于图像的编码还是解码,三次样条算法的性能都是很好的,然后由于计算量比较大使他的效率有所下降,在次提出了一个考虑算法质量的前提下的快速算法。-regardless of the coding for images or decoding, cubic spline algorithm performance are good, and then because of the comparison calculation of the efficiency Ambassador he declined, in a meeting of the algorithm to consider the quality of the fast algorithm.
Update
: 2025-02-17
Size
: 269kb
Publisher
:
王献中
[
OpenGL program
]
three_curve
DL : 0
这是一个画自然三次样条曲线的程序,用opengl实现-This is a painting of natural cubic spline curve of the procedures used to achieve opengl
Update
: 2025-02-17
Size
: 99kb
Publisher
:
珠海
[
Algorithm
]
cubic_spline
DL : 0
三次样条插值的MATLAB程序(三弯矩方程)-Cubic Spline Interpolation MATLAB (3 Moment equation)
Update
: 2025-02-17
Size
: 1kb
Publisher
:
郭嘉研
[
Windows Develop
]
adfasdfsdf
DL : 0
计算方法中三次样条插值函数的C++源程序-calculation method cubic spline interpolation function of the C source
Update
: 2025-02-17
Size
: 10kb
Publisher
:
王宝华
[
OpenGL program
]
Spline+ellipse
DL : 0
标准椭圆的算法与三次样条曲线算法 用OpenGL实现编程-standard ellipse algorithm and cubic spline curve algorithm using OpenGL Programming
Update
: 2025-02-17
Size
: 73kb
Publisher
:
wgede
[
matlab
]
cubicspline
DL : 0
自行编写的三次样条插值函数源代码,并针对具体问题编写了程序求解-prepared by the self-cubic spline interpolation function source code, and issue-specific procedures for the preparation of the
Update
: 2025-02-17
Size
: 2kb
Publisher
:
charming
[
matlab
]
Spline
DL : 0
Incorporating Prior Knowledge in Cubic Spline Approximation - Application to the Identification of Reaction Kinetic Models-Incorporating Prior Knowledge in Cubic Sp Approximation line-Application to the Identi fication of Reaction Kinetic Models
Update
: 2025-02-17
Size
: 75kb
Publisher
:
刘飞絮
[
Algorithm
]
spline
DL : 0
最常用的三次样条插值函数,采用VB编写,它既满足一般实际问题的要求,而建立过程相对又不太复杂。-The most commonly used cubic spline interpolation function, the use of VB to prepare, both to meet the general requirements of practical problems, but also the process of establishing a relatively less complex.
Update
: 2025-02-17
Size
: 1kb
Publisher
:
zzt
[
Other
]
CUBIC_B-SPLINE
DL : 0
三次B样条插值曲面及其实现::目前在CAM/CAM的自由曲面构造方法中,较流行的有B样条曲面,Bezier曲面、Ball曲面等方法,但由这几种方法和成都是拟合曲面,而百插值曲面,常常不能满足一些工程实际中严格插值的要求,本文构造了一种自由插值曲面生成方法-B样条母线法,所生成曲面达到C^2级光滑,适用机械,模具、汽车、造船等制造加工行业的复杂曲面设计。-Three B-spline interpolation surface and realize:: At present CAM/CAM method of constructing the free-form surfaces, the more popular has B-spline surfaces, Bezier surfaces, Ball surfaces and so on, but by the several methods and Chengdu is surface fitting, and interpolation surface hundred, and often can not meet a number of engineering practice, the requirements of strict interpolation, this paper constructed a free interpolation surface generation method-B-spline busbar law, generated by C ^ 2 surface to achieve a smooth level applicable to machinery, tooling, automotive, shipbuilding and other manufacturing industries processing complex surface design.
Update
: 2025-02-17
Size
: 135kb
Publisher
:
ttcorner
[
Windows Develop
]
natural-cubic-spline-interpolation
DL : 0
文本输入输出,实现数值计算的自然三次样条插值法-Text input and output, numerical calculation to achieve a natural cubic spline interpolation
Update
: 2025-02-17
Size
: 150kb
Publisher
:
姜北樵
[
Algorithm
]
cubic-spline
DL : 0
三次样条插值,来自于数值分析方法一书 C Abstract: interpolate cubic spline profiles to given points. C cubic splines are piecewise cubic polynomials fitting the data C with continuous first and second derivatives at interior points C and second derivatives set to zero at and beyond the end points.-Cubic Spline Interpolation C Abstract: interpolate cubic spline profiles to given points. C cubic splines are piecewise cubic polynomials fitting the data C with continuous first and second derivatives at interior points C and second derivatives set to zero at and beyond the end points.
Update
: 2025-02-17
Size
: 1kb
Publisher
:
mybiandou
[
Algorithm
]
Cubic-spline
DL : 0
数值分析中常用的三次样条插值的函数,里面也包括了函数调用-Commonly used in numerical analysis of cubic spline interpolation function, which also includes a function call
Update
: 2025-02-17
Size
: 1kb
Publisher
:
杨霖
[
Algorithm
]
Cubic-spline
DL : 0
三次样条是计算方法课程中的一个重要算法,现在通过计算机实现-Cubic spline is calculated course an important method, and now realized by computer
Update
: 2025-02-17
Size
: 122kb
Publisher
:
lihua
[
Other
]
Cubic spline interpolation & codes
DL : 0
cubic spline interpolation
Update
: 2025-02-17
Size
: 138kb
Publisher
:
jojonice
«
1
2
3
4
5
6
7
8
9
10
...
38
»
CodeBus
is one of the largest source code repositories on the Internet!
Contact us :
1999-2046
CodeBus
All Rights Reserved.