资源列表
lecture1
- learn VHDL language The next step is the actual writing of HDL code for modules, their interfaces, and their internal details.
lecture3
- VHDL stands for VHSIC (very high speed integrated circuit) HDL From Boolean algebra, we know that each row of a truth table represents a product term and the output can be written as the sum-of-products expression-VHDL stands for VHSIC (very high spe
New-Microsoft-Office-Word-Document-(2)_2
- search based software testing using genetic algorithm some review about crossover and selection techniques
i2c
- 51单片机和i2c，找了好久caizhaodaode -51 single-chip and i2c, looking for a long time
STM32_Flash
- stm32 falsh操作,led灯造作-stm32 flash
border-extraction
- 根据获取的模型点云，重新建立数据点间的几何拓扑关系，其目的是使特征重现。-According to the acquired model point cloud, the geometric topology relation between data points is reestablished, and its purpose is to make the feature reproduce.
cuk
- 关于CUK变换的模型和模型说明，根据PI构成闭环，很好的模型，供大家参考-About models and instructions CUK transformation, according to the PI closed loop, a good model for your reference
OpenGL
- OpenGL全面系统地介绍了进行OpenGL编程所需的基础知识, 如三维基本图元的绘制、坐标变换、颜色、光照、纹理映射、动画和用户交互技术等。-OpenGL( Open Graphics Library)A comprehensive and systematic introduction to the basic knowledge of OpenGL programming, such as the rendering of three-dimensional basic elements,
mie
- MIE CODE FOR SCATTERING OF SPHERICAL PARTICLE USING MIE THEORY.
mieca
- The Sub-Department of Atmospheric Oceanic and Planetary Physics in the University of Oxford maintains an archive of Mie scattering routines for both single spheres and populations of part
Miecoated
- The Sub-Department of Atmospheric Oceanic and Planetary Physics in the University of Oxford maintains an archive of Mie scattering routines for both single spheres and populations of part
Miecoated_ab1
- Mie solutions (infinite series) to scattering, absorption and phase function of electromagnetic waves by a homogeneous sphere.-Mie solutions (infinite series) to scattering, absorption and phase function of electromagnetic waves by a homogeneous sph