basesignal

ofdm的系统仿真，其中包括了一部分matlab代码。(ofdm)

说明：  UNB超窄带技术作为一项新兴技术为业内关注，源代码是matlab中simulink的模拟仿真系统，仿真了超窄带体系的通信系统发送和接受，以及误码率的分析等(UNB Ultra narrowband technology as an emerging technology for the industry concerned, the source code is in simulink of matlab simulation system, simulation of ultra-narrow-band system, communications system to send and receive, as well as bit error rate analysis)

编制以M序列为输入时，脉冲响应的相关分析算法并检验。(The preparation of the M sequence as input, the impulse response of the correlation analysis algorithm and test.)

由语言编和应用编两部分组成，语言编介绍MATLAB语言的基本语法，既便于自学，应用编给出80个实例(it composed by language and application, language part describes the basic syntax of the MATLAB ,and application part have 80 examples .both for self_learning)

说明：  混合仿真，simulink带有光伏和风电的仿真。对研究光伏和风电的，比较有帮助。(Hybrid simulation, simulink simulation with photovoltaic and wind power. The study of photovoltaic and wind power, more help. )

说明：  分析了NIENNA整流器在不同输入电流建立了NIENNA整流器在电网不平衡条件下及不平衡条件下的数学模型，研究了基于有限集模型预测控制的VIENNA整流器。(The mathematical model of the NIENNA rectifier under different input currents and the unbalanced conditions of the power grid are analyzed. The VIENNA rectifier based on finite set model predictive control is analyzed.)

基于蚁群算法的三维路径规划，有具体程序说明，图例。(Three dimensional path planning based on ant colony algorithm)

4阶龙格库塔方法求解常微分方程组，并作出混沌系统的吸引子图像(4-order Runge-Kutta method for solving ordinary differential equations, and make attractor image)

应用蒙特卡罗模拟方法计算期权价格 统计模拟方法亦称蒙特卡罗(Monte-Carlo)方法.因为通常的教科书几乎不涉及 此内容.了解的人不多。听到过的人又常把它看作是统计力学或核物理等学科的专门工具.很少想到这个方法与自己的科研工作有什么关系。 (Application of Monte Carlo simulation method of calculating the option price statistics, also known as Monte Carlo simulation method (Monte-Carlo) methods. Because textbooks are usually almost do not involve this content. Not many people understand. Heard of people often see it as a statistical mechanics or nuclear physics disciplines, such as specialized tools. Rarely thought about this method and their own research work has anything to do.)

将矩形图通过极坐标变换转换成笛卡尔坐标系上的圆形图(The rectangle by polar coordinates transformation into a cartesian coordinate system on the circular diagram )