Nugroho's blog.

Friday, October 16, 2015

iWork Update on El Capitan

 My Pages, Number and Keynote received new feature.

 ...and hey, my view is increased twofold, :D

(And my Keynote on iPhone 4s is upgraded as well)







Sunday, October 11, 2015

Belajar.

Dulu belajar berbicara.

Sekarang perlu untuk belajar diam.

(The Tales of Tatonka)

Saturday, October 10, 2015

Pasir

Berapa nikmat yang diberikan kepadaku?

Ngawur,

kurang kerjaan.

Sana, mending hitung butiran pasir di pantai saja sana,

tu lebih sedikit, lebih gampang.

(terinspirasi status mbakYu)

Wednesday, October 7, 2015

Lagrange Interpolation using Python

 Here it is. We could set the order of interpolation by changing the value of k


from pylab import *
from random import uniform
k = 11

def l(t):
l = []
for i in arange (len(t)):
l.append(0.)
for j in arange(k+1):
lag = 1.
for m in arange(k+1):
if m!=j:
lag = lag * (t[i]-x[m])/(x[j]-x[m])
l[i] = l[i]+y[j]*lag


return l

def f(x):
f = []
for i in arange (len(x)):
f.append(0.)
f[i] = x[i]+uniform(-10,10)
return f

x = arange(0.0, 2.0, 0.1)
t = arange(0.,2.,0.001)
y = f(x)
z = l(t)

plot(x,y)
plot(t,z)
xlabel('x')
ylabel('y')
title('interpolasi')
grid(True)
axis([0,2,-111,111])
#savefig("test.png")
show()

.

Monday, October 5, 2015

Walking Sine on Visual Python GDisplay

 Look, the wrong way often provide a beautiful result. Yeah, it's not what the program should be, but still I like it, :)


from __future__ import division, print_function
from visual import *
from visual.graph import *

def f(x):
f = sin(pi*x+p)
return f
def g(x):
g = cos(pi*x)
return g

graph1 = gdisplay(x=0, y=0, width=600, height=400,
title='A vs. t', xtitle='t', ytitle='A',
foreground=color.black, background=color.white)
p = 0.
f1 = gcurve(color=color.blue)
f2 = gcurve(color=color.red)

t = arange(-2.,2.,0.01)
s = g(t)
while True:
rate(100)
f1.gcurve.pos=[] #delete this and look at the effect :)
f2.gcurve.pos=[]
u = f(t)
for i in arange(len(s)):
f2.plot(pos=((i-len(s)/2.)*.01,s[i]))
f1.plot(pos=((i-len(s)/2.)*.01,u[i]))
p = p + 0.01
if p >100:
p = 0



















Saturday, October 3, 2015

Fourier Transform using Delphi

 It's not Discrete Fourier Transform.

 Instead, I use continue definition (using Integral, not Sum) to compute the transformation. I know, it's weird, but it's worth a try, :)

 What I did is transform signal with 3 frequency, remove the two frequency and trasform back to time-signal.










unit Unit1;

interface

uses
Windows, Messages, SysUtils, Variants, Classes, Graphics, Controls, Forms,
Dialogs, ExtCtrls, StdCtrls;

type
TForm1 = class(TForm)
Image1: TImage;
Timer1: TTimer;
Memo1: TMemo;
Image2: TImage;
Image3: TImage;
Image4: TImage;
procedure proses;
procedure gambarFungsi;
procedure gambarSumbu;
procedure gambarTransformasi;
procedure olahTransformasi;
procedure gambarOlahTransformasi;
procedure transformasiBalik;
procedure gambarTransformasibalik;
function f(x:real):real;
procedure Timer1Timer(Sender: TObject);
private
public
end;

const
a=200;
b=150;

var
Form1: TForm1;
x0,y0,xm,ym:integer;
s,ss:array[-a..a]of real;
ft:array[-b..b]of real;
implementation
{$R *.dfm}
function tform1.f(x:real):real;
begin
f:=cos(PI*x)+cos(2*PI*x)+cos(4*PI*x);
end;
procedure tform1.transformasiBalik;
var i,j:integer;
t,w,dt:real;
begin{}
dt:=0.1;
for i:=-a to a do begin
w:=i/10;
ss[i]:=0;
for j:=-b to b do begin
t:=j/10;
ss[i]:=ss[i]+ft[j]*cos(w*t)*dt
end;
end;
gambarTransformasiBalik;
end;

procedure tform1.olahTransformasi;
var i:integer;
begin
for i:=-b to b do begin
if abs(i)>50 then ft[i]:=0;
end;
gambarOlahTransformasi;
end;

procedure tform1.proses;
var i,j:integer;
t,w,dt:real;
begin
form1.Caption:='transformasi';
gambarSumbu;
{transformasi}
dt:=0.1;
for i:=-a to a do begin
s[i]:=f(i/30);
end;
for i:=-b to b do begin
w:=i/10;
ft[i]:=0;
for j:=-a to a do begin
t:=j/10;
ft[i]:=ft[i]+f(t)*cos(w*t)*dt
end;
end;
gambarFungsi;
gambarTransformasi;
olahTransformasi;
transformasiBalik;
end;

procedure tform1.gambarFungsi;
var i,xo,yo,xt,yt:integer;
begin
xo:=-a; yo:=0;
for i:=-a to a do begin
xt:=i;
yt:=round(10*s[i]);
with image1.Canvas do begin
moveto(x0+xo,y0-yo);lineto(x0+xt,y0-yt);
end;
xo:=xt;
yo:=yt;
end;
end;

procedure tform1.gambarTransformasibalik;
var i,xo,yo,xt,yt:integer;
begin
xo:=-a; yo:=0;
for i:=-a to a do begin
xt:=i;
yt:=round(10*ss[i]);
with image4.Canvas do begin
moveto(x0+xo,y0-yo);lineto(x0+xt,y0-yt);
end;
xo:=xt;
yo:=yt;
end;
end;

procedure tform1.gambarOlahTransformasi;
var i,xo,yo,xt,yt:integer;
begin
{}
xo:=-b; yo:=0;
for i:=-b to b do begin
xt:=i;
yt:=round(10*ft[i]);
with image3.Canvas do begin
moveto(x0+xo,y0-yo);lineto(x0+xt,y0-yt);
end;
xo:=xt;
yo:=yt;
end;
end;

procedure tform1.gambarTransformasi;
var i,xo,yo,xt,yt:integer;
begin
xo:=-b;yo:=0;
for i:=-b to b do begin
xt:=i;
yt:=round(10*ft[i]);
with image2.Canvas do begin
moveto(x0+xo,y0-yo);lineto(x0+xt,y0-yt);
end;
xo:=xt;
yo:=yt;
end;
end;

procedure tform1.gambarSumbu;
begin
x0:=image1.Width div 2;
y0:=image1.Height div 2;
xm:=image1.Width;
ym:=image1.Height;
with image1.Canvas do begin
moveto(0,y0);lineto(xm,y0);moveto(x0,0);lineto(x0,ym);
end;
with image2.Canvas do begin
moveto(0,y0);lineto(xm,y0);moveto(x0,0);lineto(x0,ym);
end;
with image3.Canvas do begin
moveto(0,y0);lineto(xm,y0);moveto(x0,0);lineto(x0,ym);
end;
with image4.Canvas do begin
moveto(0,y0);lineto(xm,y0);moveto(x0,0);lineto(x0,ym);
end;
end;

procedure TForm1.Timer1Timer(Sender: TObject);
begin
timer1.Enabled:=false;
proses;
end;

end.

HFS+ (Journaled) Flash Drive on Ubuntu

 I have no problem mount it on Centos, read and write mode.

 But, on Ubuntu, it needs some works.

 Install hfsprogs

 
sudo apt-get install hfsprogs


 umount the drive if it's already meunted


sudo umount /dev/sdb2


create folder to mount the drive


mkdir flash


mount again


sudo mount -t hfsplus -o force,rw /dev/sdb2 flash


It works for me, but it need sudo privilege to write to it. Maybe because it's journaled and ubuntu didn't support journaled HFS+ filesystem.

At least it works, :)
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