代码搜索:sequence

找到约 10,000 项符合「sequence」的源代码

代码结果 10,000
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asv pseudo.asv

function c = pseudo(x1,x2,Nc) % Pseudo-random sequences c(i) generation ,which is defined by % c(n)=(x1(n+Nc)+x2(n+Nc))mod2, where Nc=1600 % x1(n+31)=(x1(n+3)+
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m generate_x1.m

function x1=generate_x1(numbits) Nc=1600; x1(1)=1; % sequence x1 initializition for i=2:31 % x1(0)=1,x1(n)=0,n=1,2,...,30; x1(i)=0; end for i=1:(Nc+numbits-31)
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c msp430x24x_adc12_06.c

//****************************************************************************** // MSP430x24x Demo - ADC12, Repeated Sequence of Conversions // // Description: This example shows how to perform
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m b2n.m

function n = b2n(b,m) % convert an m-bit binary sequence b to an integer n = 0; for i=1:m n = n + b(i)*2^(i-1); end
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m sigmult.m

function [y,n] = sigmult(x1,n1,x2,n2) % implements y(n) = x1(n)*x2(n) % ----------------------------- % [y,n] = sigmult(x1,n1,x2,n2) % y = product sequence over n, which includes n1 and n2 % x
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m sigadd.m

function [y,n] = sigadd(x1,n1,x2,n2) % implements y(n) = x1(n)+x2(n) % ----------------------------- % [y,n] = sigadd(x1,n1,x2,n2) % y = sum sequence over n, which includes n1 and n2 % x1 = fi
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m exa1_11.m

% exa1-11_unit_pulse_d.m for example 1-11 % unit pulse sequence clear all; N=64; x=zeros(1,N); x(1)=1; xn=0:N-1; stem(xn,x) axis([-1 65 0 1.1])
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m exa1_18.m

% exa1-18_real_exponent_d.m for example 1-18 % real exponent sequence clear all; N=32; A=3; a=0.7; xn=0:N-1; x=A*a.^xn; stem(xn,x)
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m exa1_39.m

% exa1-39_hamming_interative.m for example 1-39 % Hamming iterative sequence clear all; p = hamming(32); t = 0:320; d = (0:9)'*32; y = pulstran(t,d,p); plot(t,y)
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m exa1_19.m

% exa1-19_complex_exponent_d.m for example 1-19 % complex exponent sequence clear all; N=32; A=3; a=0.7; w=314; xn=0:N-1; x=A*exp((a+j*w)*xn) stem(xn,x)