matlab演奏《卡农》
% Cripple Pachebel’s Canon on Matlab
% Have fun
fs = 44100; % sample rate
dt = 1/fs;
T16 = 0.125;
t16 = [0:dt:T16];
[temp k] = size(t16);
t4 = linspace(0,4*T16,4*k);
t8 = linspace(0,2*T16,2*k);
[temp i] = size(t4);
[temp j] = size(t8);
% Modification functions
mod4 = sin(pi*t4/t4(end));
mod8 = sin(pi*t8/t8(end));
mod16 = sin(pi*t16/t16(end));
f0 = 2*146.8; % reference frequency
ScaleTable = [2/3 3/4 5/6 15/16 ...
1 9/8 5/4 4/3 3/2 5/3 9/5 15/8 ...
2 9/4 5/2 8/3 3 10/3 15/4 4 ...
1/2 9/16 5/8];
% 1/4 notes
do0f = mod4.*cos(2*pi*ScaleTable(21)*f0*t4);
re0f = mod4.*cos(2*pi*ScaleTable(22)*f0*t4);
mi0f = mod4.*cos(2*pi*ScaleTable(23)*f0*t4);
fa0f = mod4.*cos(2*pi*ScaleTable(1)*f0*t4);
so0f = mod4.*cos(2*pi*ScaleTable(2)*f0*t4);
la0f = mod4.*cos(2*pi*ScaleTable(3)*f0*t4);
ti0f = mod4.*cos(2*pi*ScaleTable(4)*f0*t4);
do1f = mod4.*cos(2*pi*ScaleTable(5)*f0*t4);
re1f = mod4.*cos(2*pi*ScaleTable(6)*f0*t4);
mi1f = mod4.*cos(2*pi*ScaleTable(7)*f0*t4);
fa1f = mod4.*cos(2*pi*ScaleTable(8)*f0*t4);
so1f = mod4.*cos(2*pi*ScaleTable(9)*f0*t4);
la1f = mod4.*cos(2*pi*ScaleTable(10)*f0*t4);
tb1f = mod4.*cos(2*pi*ScaleTable(11)*f0*t4);
ti1f = mod4.*cos(2*pi*ScaleTable(12)*f0*t4);
do2f = mod4.*cos(2*pi*ScaleTable(13)*f0*t4);
re2f = mod4.*cos(2*pi*ScaleTable(14)*f0*t4);
mi2f = mod4.*cos(2*pi*ScaleTable(15)*f0*t4);
fa2f = mod4.*cos(2*pi*ScaleTable(16)*f0*t4);
so2f = mod4.*cos(2*pi*ScaleTable(17)*f0*t4);
la2f = mod4.*cos(2*pi*ScaleTable(18)*f0*t4);
ti2f = mod4.*cos(2*pi*ScaleTable(19)*f0*t4);
do3f = mod4.*cos(2*pi*ScaleTable(20)*f0*t4);
blkf = zeros(1,i);
% 1/8 notes
fa0e = mod8.*cos(2*pi*ScaleTable(1)*f0*t8);
so0e = mod8.*cos(2*pi*ScaleTable(2)*f0*t8);
la0e = mod8.*cos(2*pi*ScaleTable(3)*f0*t8);
ti0e = mod8.*cos(2*pi*ScaleTable(4)*f0*t8);
do1e = mod8.*cos(2*pi*ScaleTable(5)*f0*t8);
re1e = mod8.*cos(2*pi*ScaleTable(6)*f0*t8);
mi1e = mod8.*cos(2*pi*ScaleTable(7)*f0*t8);
fa1e = mod8.*cos(2*pi*ScaleTable(8)*f0*t8);
so1e = mod8.*cos(2*pi*ScaleTable(9)*f0*t8);
la1e = mod8.*cos(2*pi*ScaleTable(10)*f0*t8);
tb1e = mod8.*cos(2*pi*ScaleTable(11)*f0*t8);
ti1e = mod8.*cos(2*pi*ScaleTable(12)*f0*t8);
do2e = mod8.*cos(2*pi*ScaleTable(13)*f0*t8);
re2e = mod8.*cos(2*pi*ScaleTable(14)*f0*t8);
mi2e = mod8.*cos(2*pi*ScaleTable(15)*f0*t8);
fa2e = mod8.*cos(2*pi*ScaleTable(16)*f0*t8);
so2e = mod8.*cos(2*pi*ScaleTable(17)*f0*t8);
la2e = mod8.*cos(2*pi*ScaleTable(18)*f0*t8);
ti2e = mod8.*cos(2*pi*ScaleTable(19)*f0*t8);
do3e = mod8.*cos(2*pi*ScaleTable(20)*f0*t8);
blke = zeros(1,j);
% 1/16 notes
fa0s = mod16.*cos(2*pi*ScaleTable(1)*f0*t16);
so0s = mod16.*cos(2*pi*ScaleTable(2)*f0*t16);
la0s = mod16.*cos(2*pi*ScaleTable(3)*f0*t16);
ti0s = mod16.*cos(2*pi*ScaleTable(4)*f0*t16);
do1s = mod16.*cos(2*pi*ScaleTable(5)*f0*t16);
re1s = mod16.*cos(2*pi*ScaleTable(6)*f0*t16);
mi1s = mod16.*cos(2*pi*ScaleTable(7)*f0*t16);
fa1s = mod16.*cos(2*pi*ScaleTable(8)*f0*t16);
so1s = mod16.*cos(2*pi*ScaleTable(9)*f0*t16);
la1s = mod16.*cos(2*pi*ScaleTable(10)*f0*t16);
tb1s = mod16.*cos(2*pi*ScaleTable(11)*f0*t16);
ti1s = mod16.*cos(2*pi*ScaleTable(12)*f0*t16);
do2s = mod16.*cos(2*pi*ScaleTable(13)*f0*t16);
re2s = mod16.*cos(2*pi*ScaleTable(14)*f0*t16);
mi2s = mod16.*cos(2*pi*ScaleTable(15)*f0*t16);
fa2s = mod16.*cos(2*pi*ScaleTable(16)*f0*t16);
so2s = mod16.*cos(2*pi*ScaleTable(17)*f0*t16);
la2s = mod16.*cos(2*pi*ScaleTable(18)*f0*t16);
ti2s = mod16.*cos(2*pi*ScaleTable(19)*f0*t16);
do3s = mod16.*cos(2*pi*ScaleTable(20)*f0*t16);
blks = zeros(1,k);
% Blank Block
blkblock = [blkf blkf blkf blkf blkf blkf blkf blkf...
blkf blkf blkf blkf blkf blkf blkf blkf];
% Base Melody
cello = [do1f do1f so0f so0f la0f la0f mi0f mi0f...
fa0f fa0f do0f do0f fa0f fa0f so0f so0f];
% So-FUCKING-Long Melody
violin = [mi2f mi2f re2f re2f do2f do2f ti1f ti1f...
la1f la1f so1f so1f la1f la1f ti1f ti1f ...%
do2f do2f ti1f ti1f la1f la1f so1f so1f...
fa1f fa1f mi1f mi1f fa1f fa1f re1f re1f ...%
do1f mi1f so1f fa1f mi1f do1f mi1f re1f...
do1f la0f do1f so1f fa1f la1f so1f fa1f...%
mi1f do1f re1f ti1f do2f mi2f so2f so1f...
la1f fa1f so1f mi1f do1f do2f blkf blke ti1e ...%
do2e ti1e do2e do1e ti0e so1e re1e mi1e...
do1e do2e ti1e la1e ti1e mi2e so2e la2e...
fa2e mi2e re2e fa2e mi2e re2e do2e ti1e...
la1e so1e fa1e mi1e re1e fa1e mi1e re1e... %%
do1e re1e mi1e fa1e so1e re1e so1e fa1e...
mi1e la1e so1e fa1e so1e fa1e mi1e re1e...
do1e la0e la1e ti1e do2e ti1e la1e so1e...
fa1e mi1e re1e la1e so1e la1e so1e fa1e...%
mi1f mi2e blke re2f re2f blkf do1f mi2f mi2f...
la2f la2f so2f so2f la2f la2f ti2f ti2f...%
do3e blke do2e blke ti1f ti1f blkf la1f do2f do2f...
do2f do2f do2f do2f do2f fa2f re2f so2f...%
so2e mi2s fa2s so2e mi2s fa2s so2s so1s la1s ti1s ...
do2s re2s mi2s fa2s mi2e do2s re2s...
mi2e mi1s fa1s so1s la1s so1s fa1s so1s mi1s fa1s so1s...
fa1e la1s so1s fa1e mi1s re1s mi1s re1s do1s re1s mi1s fa1s so1s la1s...
fa2e la1s so1s la1e ti1s do2s so1s la1s ti1s do2s re2s mi2s fa2s so2s...%
mi2e do2s re2s mi2e re2s do2s re2s ti1s do2s re2s mi2s re2s do2s ti1s...
do2e la1s ti1s do2e do1s re1s mi1s fa1s mi1s re1s mi1s do2s ti1s do2s...
la1e do2s ti1s la1e so1s fa1s so1s fa1s mi1s fa1s so1s la1s ti1s do2s...
la2e do2s ti1s do2e ti1s la1s ti1s do2s re2s do2s ti1s do1s la1s ti1s...%%
do2e blke blkf ti1e blke blkf la1e blke blkf do2e blke blkf...
do1e blke blkf do1e blke blkf do1e blke blkf do1e blke blkf...%
blkf so1e blke blkf so1e blke blkf mi1e blke blkf so1e blke...
blkf fa1e blke blkf mi1e blke blkf fa1e blke blkf re2e blke...%
mi2e mi1e fa1e mi1e re1e re2e mi2e re2e do2e mi1e do1e do2e ti1e so0e fa0e so0e...
la0e la1e so1e la1e so1e so0e fa0e so0e do1e la1e so1e la1e ti1e ti0e la0e ti0e...%
do1e do2e re2e do2e ti1e ti0e do1e ti0e la0e la1e so1e la1e ti1e ti0e mi1e re1e...
do1e do2e re2e fa2e mi2e mi1e so1e mi2e do2e fa2e mi2e fa2e re2e so1e fa1e so1e...%
mi1e so1e so1e so1e so1e so1e so1e so1e mi1e mi1e mi1e mi1e mi1e mi1e so1e so1e...
fa1e fa1e fa1e do2e do2e do2e do2e do2e do2e do2e la1e la1e so1e so1e re2e ti1e...%%
so1e mi2e mi2e mi2e re2e re2e re2e re2e do2e do2e do2e do2e so2e so2e so2e so2e...
la2e la2e la2e la2e so2e so2e so2e so2e la2e la2e la2e la2e ti2e ti1e ti1e ti1e...%
do2e do1s re1s mi1e do1e ti0e ti1s do2s re2e ti1e la1e la0s ti0s do1e la0e ti0e so1s fa1s mi1e re1e...
do1e mi1s re1s do1e fa1e mi1e do1s re1s mi1e so1e fa1e la1s so1s fa1e mi1e re1e so1s fa1s mi1e re1e...%
mi1e do2s ti1s do2e mi1e so1e so1s la1s ti1e so1e mi1e do2s re2s mi2e do2e mi2e mi2s re2s do2e ti1e...
la1e la1s so1s la1e ti1e do2e mi2s re2s do2e mi2e fa2e do2s ti1s la1e la1e so1e re1e so1e so1e...%
so1f so1f so1f so1f do1f do1f do1f so1f...
fa1f fa1f so1f so1f fa1f do1f do1f do1e ti0e...%
do1f do2f ti1f ti1f la1f la1f so1f so1f...
do1f do1e re1e mi1f mi1f do2f do2f ti1f ti1f...%%
do2f];
% cello
c1 = [cello cello cello cello cello...
cello cello cello cello cello...
cello cello cello cello cello...
cello cello cello cello cello...
cello cello cello blkf];
% violin1
v1 = [blkblock violin blkblock blkblock];
% violin2
v2 = [blkblock blkblock violin blkblock];
% violin3
v3 = [blkblock blkblock blkblock violin];
% Get dirty
s = c1+v1+v2+v3;
s = s/max(s);
sound(s,fs);
matlab演奏《卡农》的更多相关文章
- [HNOI2011]卡农
题目描述 众所周知卡农是一种复调音乐的写作技法,小余在听卡农音乐时灵感大发,发明了一种新的音乐谱写规则.他将声音分成 n 个音阶,并将音乐分成若干个片段.音乐的每个片段都是由 1 到 n 个音阶构成的 ...
- [HNOI2011]卡农 题解
题目描述 众所周知卡农是一种复调音乐的写作技法,小余在听卡农音乐时灵感大发,发明了一种新的音乐谱写规则.他将声音分成 n 个音阶,并将音乐分成若干个片段.音乐的每个片段都是由 1 到 n 个音阶构成的 ...
- [HNOI2011]卡农 (数论计数,DP)
题面 原题面 众所周知卡农是一种复调音乐的写作技法,小余在听卡农音乐时灵感大发,发明了一种新的音乐谱写规则. 他将声音分成 n n n 个音阶,并将音乐分成若干个片段.音乐的每个片段都是由 1 1 1 ...
- [BZOJ2339][HNOI2011]卡农
[BZOJ2339][HNOI2011]卡农 试题描述 输入 见"试题描述" 输出 见"试题描述" 输入示例 见"试题描述" 输出示例 见& ...
- bzoj2339[HNOI2011]卡农 dp+容斥
2339: [HNOI2011]卡农 Time Limit: 10 Sec Memory Limit: 128 MBSubmit: 842 Solved: 510[Submit][Status][ ...
- BZOJ2339[HNOI2011]卡农——递推+组合数
题目链接: [HNOI2011]卡农 题目要求从$S=\{1,2,3……n\}$中选出$m$个子集满足以下三个条件: 1.不能选空集 2.不能选相同的两个子集 3.每种元素出现次数必须为偶数次 我们考 ...
- BZOJ 2339 【HNOI2011】 卡农
题目链接:卡农 听说这道题是经典题? 首先明确一下题意(我在这里纠结了好久):有\(n\)个数,要求你选出\(m\)个不同的子集,使得每个数都出现了偶数次.无先后顺序. 这道题就是一道数学题.显然我们 ...
- 【BZOJ2339】卡农(递推,容斥)
[BZOJ2339]卡农(递推,容斥) 题面 BZOJ 题解 先简化一下题意: 在\([1,2^n-1]\)中选择不重复的\(m\)个数,使得他们异或和为\(0\)的方案数. 我们设\(f[i]\)表 ...
- P3214 [HNOI2011]卡农
题目 P3214 [HNOI2011]卡农 在被一题容斥\(dp\)完虐之后,打算做一做集合容斥这类的题了 第一次深感HNOI的毒瘤(题做得太少了!!) 做法 求\([1,n]\)组成的集合中选\(m ...
- 【BZOJ2339】[HNOI2011]卡农 组合数+容斥
[BZOJ2339][HNOI2011]卡农 题解:虽然集合具有无序性,但是为了方便,我们先考虑有序的情况,最后将答案除以m!即可. 考虑DP.如果我们已经知道了前m-1个集合,那么第m个集合已经是确 ...
随机推荐
- centos 升级 python后 python-setuptools pip 安装依赖报错
解决办法: $ wget https://svn.apache.org/repos/asf/oodt/tools/oodtsite.publisher/trunk/distribute_setup.p ...
- sql思维
写sql的思路不同于常规编程语言(C.python)等等.前者,考虑如何一步步地得到最终答案:后者,考虑如何一步步地收缩数据范围. 简而言之,前者是面向过程化(for each row do x),后 ...
- CodeForces 546B-Soldier and Badges
题意: 给出一些数字,要求每个数字都不一样需要增加几 思路: 先排序,然后一个个增加,最后求总和差 代码如下: #include <iostream> #include <cstdi ...
- matlab中如何保留指定的变量的数据
在使用matlab时,通常要将计算的结果保存到mat文件中.使用的命令是: save filename 但是用上述命令保存的时候,会将计算过程中的其他变量一起保存了.这中粗糙的保存有以下缺点: (1) ...
- mybatis ForEach Collection集合等规范解析(转)
转自:http://blog.csdn.net/wj3319/article/details/9025349 在SQL开发过程中,动态构建In集合条件查询是比较常见的用法,在Mybatis中提供了fo ...
- POJ 2752 - Seek the Name, Seek the Fame (KMP)
题意:给一个字符串s,问s的某个前缀与后缀相同的情况时,长度是多少. 此题使用KMP的next数组解决. next数组中,j=next[i],next[i]表示S[0...i-1]的某个后缀(字符串S ...
- Math 对象的方法
Math 对象的方法 方法 描述 abs(x) 返回数的绝对值 acos(x) 返回数的反余弦值 asin(x) 返回数的反正弦值 atan(x) 以介于 -PI/2 与 PI/2 弧度之间的数值来返 ...
- BZOJ 4027 兔子与樱花
原来想的是给所有点排序....但是要修改啊...然后发现对于儿子排序就可以了. #include<iostream> #include<cstdio> #include< ...
- 数据库添加数据I
/*insert.php*/ <html> <head> <meta http-equiv="Content-Type" content=" ...
- GridView 分页方法
要实现GrdView分页的功能. 操作如下: 1.更改GrdView控件的AllowPaging属性为true. 2.更改GrdView控件的PageSize属性为 任意数值(默认为10) 3.更改G ...