代码搜索:Raspberry Pi

找到约 10,000 项符合「Raspberry Pi」的源代码

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www.eeworm.com/read/453434/7420751

m fig3_42.m

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Figure 3.42 % Initial 40dB Chebychev pattern with eight nulls equispaced over the sector(0.22,0.36). Sidelobe cancellation=51dB % Lillian Xiaolan Xu 3/24/99 %
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m fig3_32.m

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Figure 3.32 % Desired beam pattern and synthesized patterns % using the Fourier series method and Woodward % sampling technique % (a) N =
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m fig4_28.m

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % Fig 4.28 % Sampling on 2-dimension T-C, using ifft to get weight % and get the reconstructed beampattern using fft % Xiaomin Lu 1
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m fig4_27.m

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%% %%%% Fig 4.27 %%%% Pattern sampling on psi space, using ifft to get weight %%%% and get the reconstructed beampattern using fft
www.eeworm.com/read/452878/7431510

m butterworth.m

function butterworth ( mode , freq , alphap , alphas , fp , fs , fp2) %用法:butterworth ( mode , freq , alphap , alphas , fp , fs , fp2) %mode用来选择滤波器模式,1为低通,2为高通,3为带通 %freq:采样频率 alphap:通带衰减 alphas:阻带
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m chebyshev.m

function chebyshev ( mode , freq , alphap , alphas , fp , fs , fp2) %用法:chebyshev ( mode , freq , alphap , alphas , fp , fs , fp2) %mode用来选择滤波器模式,1为低通,2为高通,3为带通 %freq:采样频率 alphap:通带衰减 alphas:阻带衰减
www.eeworm.com/read/452284/7442663

m hgls2.m

function h = hgls2(L,x,wp) % HGLS2 % MATLAB m-file for fractional delay approximation % using the GENERAL LEAST SQUARES method % Format: h = hgls2(L,x,wp) % Input: L = filter length (filter order
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m gao.m

function G = Gao(X,U,xie,m,n,k) for i = 1:n for j=1:k G(i,j) = exp((-1/2).*(X(i,:)- U(j,:))*pinv(xie(:,:,j))*(X(i,:)-U(j,:)).')*1/((2*pi).^(m/2)*sqrt(det(xie(:,:,j)))); end end
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cpp 2320501_wa.cpp

#include #include int n; char map[101][101]; int f, ans; struct node { int i, j; }queue[10001]; bool cmp(struct node a,struct node b) { if(a.i==b.i) return a.
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cc 2256592_ac_2389ms_8448k.cc

# include int m, n; long p, pz[1001][1001]; long a[1000001], b[1000001]; int pi, pj; long res; void merge(long begin,long mid,long end) { long i, j, k = 0; for(i = begin, j