Scilab-Branch-5.3-GIT
      
      - Scilab help
 - Signal Processing
 - How to
 - Signal
 - analpf
 - bilt
 - buttmag
 - casc
 - cepstrum
 - cheb1mag
 - cheb2mag
 - chepol
 - convol
 - corr
 - cspect
 - czt
 - detrend
 - dft
 - ell1mag
 - eqfir
 - eqiir
 - faurre
 - ffilt
 - fft
 - fft2
 - fftshift
 - filt_sinc
 - filter
 - find_freq
 - findm
 - frfit
 - frmag
 - fsfirlin
 - group
 - hank
 - hilb
 - hilbert
 - iir
 - iirgroup
 - iirlp
 - intdec
 - jmat
 - kalm
 - lattn
 - lattp
 - lev
 - levin
 - lindquist
 - mese
 - mfft
 - mrfit
 - %asn
 - %k
 - %sn
 - phc
 - pspect
 - remez
 - remezb
 - rpem
 - sincd
 - srfaur
 - srkf
 - sskf
 - syredi
 - system
 - trans
 - wfir
 - wiener
 - wigner
 - window
 - yulewalk
 - zpbutt
 - zpch1
 - zpch2
 - zpell
 
Please note that the recommended version of Scilab is 2026.0.0. This page might be outdated.
However, this page did not exist in the previous stable version.
%asn
楕円積分 l
呼び出し手順
[y]=%asn(x,m)
パラメータ
- x
 積分の上限 (
x>0) (ベクトルにすることが可能)- m
 積分のパラメータ (
0<m<1)- y
 積分値
説明
楕円積分を計算します.
xがベクトルの場合, y は
	xと同じ次元のベクトルとなります.
例
m=0.8;z=%asn(1/sqrt(m),m);K=real(z);Ktilde=imag(z); x2max=1/sqrt(m); x1=0:0.05:1;x2=1:((x2max-1)/20):x2max;x3=x2max:0.05:10; x=[x1,x2,x3]; y=%asn(x,m); rect=[0,-Ktilde,1.1*K,2*Ktilde]; plot2d(real(y)',imag(y)',1,'011',' ',rect) deff('y=f(t)','y=1/sqrt((1-t^2)*(1-m*t^2))'); intg(0,0.9,f)-%asn(0.9,m) //実数の場合のみ動作します!
作者
F. D.
| << mrfit | Signal Processing | %k >> |