搜索资源列表
cordic
- CORDIC算法的VHDL实现 对于采用VLSI实现图象处理技术的算法中有很大的帮助
cordic
- 好用的cordic算法的vhdl实现，很有参考价值
cordic
- 算超越函数的cordic算法的matlab程序，仿真通过！
cordic
- 这是实现cordic算法的一些源程序，各文件的说明可以参见文件内部注释。
CORDIC
- cordic算法，包含所有的CORDIC的算法，与发表过的论文，与实现方案
cordic_cos_sin matlab算法
- cordic算法实现正弦和余弦信号算法
CORDIC算法快速求反正切
- CORDIC算法快速求反正切，迭代10次输出弧度误差<|0.002|,迭代15次输出弧度误差<|0.0001|,对电机矢量算法计算速度要求高非常有用；myarctan_cordic1.c输入输出为float,myarctan_cordic3.c输入输出为int，pdf文件为CORDIC算法原理。-CORDIC algorithm quickly find tangent, curvature of the output error iteration 10 < | 0.002
cordic
- Cordic算法的Matlab实现，里面有一些数据文件是程序产生的。这个是Cordic算法未改进版本。-It s an implementation of conventional CORDIC algorithm。
BOOK_about_Cordic_Arith_with_matlab_simulation
- CORDIC算法的原理及matlab仿真-Principle of CORDIC algorithm and matlab simulation
cordic
- cordic算法的VHDL实现，在FPGA下应用-cordic VHDL algorithm implemented in the FPGA application under
cordic
- 用CORDIC算法来计算正弦和余弦函数，稍加修改还可计算其他函数-CORDIC algorithm is used to calculate the sine and cosine functions, other functions can be calculated slightly modified
CORDIC
- 上传一篇很经典的利用cordic算法实现三角函数的方法的文章，多多分享-From a classic algorithm using trigonometric methods cordic article, greater sharing of
cordic--matlab
- 用matlab写的cordic算法，仿真通过-it is about cordic
cordic算法的Verilog实现
- cordic算法的Verilog实现,代码经过验证，能够有效的运行(Verilog implementation of CORDIC algorithm)
cordic
- 利用matlab和cordic算法计算正弦值，有完整的实现过程(matlab cordic code that was proven)
cordic
- 基于Verilog HDL语言，用cordic算法的旋转模式实现三角函数和反三角函数的计算(Calculation of trigonometric function and anti trigonometric function by rotation mode of CORDIC algorithm)
cordic_cordictest
- 用MATLAB对cordic算法进行仿真以说明其原理(MATLAB is used to simulate the CORDIC algorithm to illustrate its principle)
cordictop
- 用cordic算法求三角函数与反三角函数的MATLAB仿真(MATLAB simulation of trigonometric function and inverse trigonometric function by CORDIC algorithm)
Cordic3
- 用cordic算法求三角函数与反三角函数的Verilog编程(Verilog programming of trigonometric function and inverse trigonometric function by CORDIC algorithm)
CORDIC算法及例程sincos
- matlab实现cordic算法求解sin、cos例程(cordic algorithm about sin&cos achieved by matlab)