m6032550g8colomb1(EXC1.4)

Sheet1

EXC1.4
NO.
F1j
K(N.m^2/C^2)
Q1©
Qj©
R1j(m)
Fij(N)
 q(deg)
FX=FCOS(Theta)
FY=FSIN(Theta)
1
F12=KQ1Q2/R12^2
9.00E+09
1
1
1
9.00E+09
180
-9.00E+09
1.10E-06
2
F13=KQ1Q2/R12^3
9.00E+09
1
1
2
2.25E+09
0
2.25E+09
0.00E+00
3
SumF1=sqrt(sumFx^2+sumFy^2)
6.75E+09
 =SQRT($I$12^2+$J$12^2)
-6.75E+09
1.10E-06
4
tan(alpha)=Fy/Fx
-1.63E-16
 =$J$12/$I$12
sumFx
sumFy
5
alpha(deg.)=atan(fy/fx)*180/pi()
0.00
 =ATAN($C$13)*180/PI()
 

Sheet2

A1
B1
C1
D1
E1
F1
G1
H1
I1
J1
NO.
F1j
K(N.m^2/C^2)
Q1©
Qj©
R1j(m)
Fij(N)
 q(deg)
FX=FCOS(Theta)
FY=FSIN(Theta)
1
F12=KQ1Q2/R12^2
9.00E+09
1
1
1
9.00E+09
180
-9.00E+09
1.10E-06
2
F13=KQ1Q3/R13^2
9.00E+09
1
1
2
2.25E+09
0
2.25E+09
0.00E+00
3
SumF1=sqrt(sumFx^2+sumFy^2)
6.75E+09
 =SQRT($I$5^2+$J$5^2)
ANS3
Fij(N)_Code
 q(deg)_CODE
-6.75E+09
1.10E-06
4
tan(alpha)=Fy/Fx
-1.63280847176317E-16
 =$J$5/$I$5
ANS4
 =$C$3*$D$3*E3/F3^2
 =180
 =SUM(I3:I4)
 =SUM(J3:J4)
5
alpha(deg.)=atan(fy/fx)*180/pi()
0.00
 =ATAN($C$5)*180/PI()
ANS5
 =$C$3*$D$3*E4/F4^2
 =0
sumFx_Code
sumFy_Code
6
SIN(alpha)=Fy/F
1.63280847176317E-16
 =$J$5/$C$5
ANS6
ANS1
ANS2
7
alpha(deg.)=atan(fy/fx)*180/pi()
0.00
 =ASIN($C$8)*180/PI()
ANS7
8
COS(alpha)=Fx/F
-1.00E+00
 =$I$5/$C$5
ANS8
9
alpha(deg.)=atan(fy/fx)*180/pi()
180.00
 =ACOS($C$10)*180/PI()
ANS9

Sheet3

<html>
<head>
<title>
m6032550g8coulomb1.htm</title>
</head>
<body>
<center>
</center>
<hr>
<TABLE BORDER=1 WIDTH=100%>
<CAPTION>
<MARQUEE BGCOLOR="pink">M6032550G8COULOMB1.HTM</MARQUEE>
</CAPTION>
<TR><Th>
A1
</Th><Th>
B1
</Th><Th>
C1
</Th><Th>
D1
</Th><Th>
E1
</Th><Th>
F1
</Th><Th>
G1
</Th><Th>
H1
</Th><Th>
I1
</Th><Th>
J1
</Th></TR>
<TR><TD>
NO.
</TD><TD>
F1j
</TD><TD>
K(N.m^2/C^2)
</TD><TD>
Q1©
</TD><TD>
Qj©
</TD><TD>
R1j(m)
</TD><TD>
Fij(N)
</TD><TD>
<font face="symbol"> q</font>(deg)
</TD><TD>
FX=FCOS(Theta)
</TD><TD>
FY=FSIN(Theta)
</TD></TR>
<TR><TD>
1
</TD><TD>
F12=KQ1Q2/R12^2
</TD><TD>
9.00E+09
</TD><TD>
1
</TD><TD>
1
</TD><TD>
1
</TD><TD>
9.00E+09
</TD><TD>
180
</TD><TD>
-9.00E+09
</TD><TD>
1.10E-06
</TD></TR>
<TR><TD>
2
</TD><TD>
F13=KQ1Q3/R13^2
</TD><TD>
9.00E+09
</TD><TD>
1
</TD><TD>
1
</TD><TD>
2
</TD><TD>
2.25E+09
</TD><TD>
0
</TD><TD>
2.25E+09
</TD><TD>
0.00E+00
</TD></TR>
<TR><TD>
3
</TD><TD>
SumF1=sqrt(sumFx^2+sumFy^2)
</TD><TD>
6.75E+09
</TD><TD>
 =SQRT($I$5^2+$J$5^2)
</TD><TD>
ANS3
</TD><TD>
&nbsp;
</TD><TD>
Fij(N)_Code
</TD><TD>
 <font face="symbol"> q</font>(deg)_CODE
</TD><TD>
-6.75E+09
</TD><TD>
1.10E-06
</TD></TR>
<TR><TD>
4
</TD><TD>
tan(alpha)=Fy/Fx
</TD><TD>
-1.63E-16
</TD><TD>
 =$J$5/$I$5
</TD><TD>
ANS4
</TD><TD>
&nbsp;
</TD><TD>
 =$C$3*$D$3*E3/F3^2
</TD><TD>
 =180
</TD><TD>
 =SUM(I3:I4)
</TD><TD>
 =SUM(J3:J4)
</TD></TR>
<TR><TD>
5
</TD><TD>
alpha(deg.)=atan(Fy/Fx)*180/pi()
</TD><TD>
-9.36E-15
</TD><TD>
 =ATAN($C$5)*180/PI()
</TD><TD>
ANS5
</TD><TD>
&nbsp;
</TD><TD>
 =$C$3*$D$3*E4/F4^2
</TD><TD>
 =0
</TD><TD>
sumFx_Code
</TD><TD>
sumFy_Code
</TD></TR>
<TR><TD>
6
</TD><TD>
sin(alpha)=Fy/F
</TD><TD>
1.63E-16
</TD><TD>
 =$J$5/$C$5
</TD><TD>
ANS6
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
ANS1
</TD><TD>
ANS2
</TD></TR>
<TR><TD>
7
</TD><TD>
alpha(deg.)=atan(Fy/Fx)*180/pi()
</TD><TD>
9.36E-15
</TD><TD>
 =ASIN($C$8)*180/PI()
</TD><TD>
ANS7
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD></TR>
<TR><TD>
8
</TD><TD>
cos(alpha)=Fx/F
</TD><TD>
-1.00E+00
</TD><TD>
 =$I$5/$C$5
</TD><TD>
ANS8
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD></TR>
<TR><TD>
9
</TD><TD>
alpha(deg.)=atan(Fy/Fx)*180/pi()
</TD><TD>
1.80E+02
</TD><TD>
 =ACOS($C$10)*180/PI()
</TD><TD>
ANS9
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD><TD>
&nbsp;
</TD></TR>
</TABLE>
<hr>
<ul><b>Vector_Picture</b>
<li>
<a href="m6032550g8coulomb11.gif">m6032550g8coulomb11.gif</a>
</ul>
10/7/08 18:28
</body>
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