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Mathematics Graphics and Visualization Wolfram Language

Plot gives no output?

nani khan

Posted 3 years ago

I have the below mentioned plot issue in mathematics. Every thing is written perfectly but cant plot it. enter coderm = (( 1 + 2 \[Nu] ) Rg)/2; bc = Sqrt[rm^2 (1 - Rg/rm)^(1 - 2 \[Nu])]; \!\(\OverscriptBox[ StyleBox["a", FontSize->12], \(_\)]\) = Sqrt[(2 rm)/((5 - 2 \[Nu]) Rg)]; \!\(\OverscriptBox[\(b\), \(_\)]\) = Sqrt[(2 rm )/( Subscript[R, g] (5 - 2 \[Nu]) )] ( Log[(16 rm (5 - 2 \[Nu])^2)/((-1 + 2 \[Nu]) Rg) ((4 - 2 \[Nu]) - Sqrt[(3 - 2 \[Nu]) (5 - 2 \[Nu])])^2]) - \[Pi]; Rg = 2 M; \[Theta] = bc/\[ScriptCapitalD]LS (1 + E^(( \!\(\OverscriptBox[\(b\), \(_\)]\) - \[Pi] + \[Beta])/ \!\(\OverscriptBox[ StyleBox["a", FontSize->12], \(_\)]\))) (1803600)/\[Pi]10^6; \[Beta]s = Rs/\[ScriptCapitalD]LS; Rs = 6.9610^8; \[Beta]0 = 1 \[Beta]s; M = 10 (1476); \[ScriptCapitalD]OS = 1.49610^11; \[ScriptCapitalD]LS = 3.0856775810^14 + 1.49610^11; \[ScriptCapitalD]OL = 3.08567758*10^14; \[Nu] = 1; k = Plot[Log10[\[Theta]], {\[Beta], -10, 10}, PlotRange -> All, Frame -> True, Axes -> False, PlotStyle -> {Red}] here

I have the below mentioned plot issue in mathematics. Every thing is written perfectly but cant plot it. enter image description here

enter coderm = (( 1 + 2 \[Nu] ) Rg)/2;
bc = Sqrt[rm^2 (1 - Rg/rm)^(1 - 2 \[Nu])];

\!\(\*OverscriptBox[
StyleBox["a",
FontSize->12], \(_\)]\) = Sqrt[(2 rm)/((5 - 2 \[Nu]) Rg)];

\!\(\*OverscriptBox[\(b\), \(_\)]\) = 
  Sqrt[(2  rm  )/(
    Subscript[R, g] (5 - 2 \[Nu])  )] ( 
     Log[(16 rm (5 - 2 \[Nu])^2)/((-1 + 2 \[Nu]) Rg) ((4 - 2 \[Nu]) - 
         Sqrt[(3 - 2 \[Nu]) (5 - 2 \[Nu])])^2]) - \[Pi];
Rg = 2 M;
\[Theta] = bc/\[ScriptCapitalD]LS (1 + E^((
\!\(\*OverscriptBox[\(b\), \(_\)]\) - \[Pi] + \[Beta])/
\!\(\*OverscriptBox[
StyleBox["a",
FontSize->12], \(_\)]\))) (180*3600)/\[Pi]*10^6;
\[Beta]s = Rs/\[ScriptCapitalD]LS;

 Rs = 6.96*10^8; \[Beta]0 = 1 \[Beta]s; M = 
 10 (1476); \[ScriptCapitalD]OS = 1.496*10^11; \[ScriptCapitalD]LS = 
 3.08567758*10^14 + 1.496*10^11;
\[ScriptCapitalD]OL = 3.08567758*10^14; \[Nu] = 1;
k = Plot[Log10[\[Theta]], {\[Beta], -10, 10}, PlotRange -> All, 
  Frame -> True, Axes -> False, PlotStyle -> {Red}] here

POSTED BY: nani khan

9 Replies

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Gianluca Gorni

Gianluca Gorni, University of Udine

Posted 3 years ago

Check your formulas for mistakes.

POSTED BY: Gianluca Gorni

Rohit Namjoshi

Posted 3 years ago

There are several issues with the code. This is not valid syntax enter coderm = (( 1 + 2 \[Nu] ) Rg)/2 `Rg` is not the same as `Subscript[R, g]`. `rm` is not defined.

POSTED BY: Rohit Namjoshi

Gianluca Gorni

Gianluca Gorni, University of Udine

Posted 3 years ago

You must give a value to `rm`, `Rg` and decide if `Rg` is the same as the subscripted version. It is not `Log10[\[Theta]` but `Log[10,\[Theta]]`.

POSTED BY: Gianluca Gorni

nani khan

Posted 3 years ago

Thank you Sir for your response, but it's still not working. The graph I am getting is attached: rm = (( 1 + 2 \[Nu] ) Rg)/2; bc = Sqrt[rm^2 (1 - Rg/rm)^(1 - 2 \[Nu])]; \!\(\OverscriptBox[ StyleBox["a", FontSize->12], \(_\)]\) = Sqrt[(2 rm)/((5 - 2 \[Nu]) Rg)]; \!\(\OverscriptBox[\(b\), \(_\)]\) = Sqrt[(2 rm )/( Rg (5 - 2 \[Nu]) )] ( Log[(16 rm (5 - 2 \[Nu])^2)/((-1 + 2 \[Nu]) Rg) ((4 - 2 \[Nu]) - Sqrt[(3 - 2 \[Nu]) (5 - 2 \[Nu])])^2]) - \[Pi]; Rg = 2 M; \[Theta] = bc/\[ScriptCapitalD]LS (1 + E^(( \!\(\OverscriptBox[\(b\), \(_\)]\) - \[Pi] + \[Beta])/ \!\(\OverscriptBox[ StyleBox["a", FontSize->12], \(_\)]\))) (1803600)/\[Pi]10^6; \[Beta]s = Rs/\[ScriptCapitalD]LS; Rs = 6.9610^8; \[Beta]0 = 0 \[Beta]s; M = 10 (1476); \[ScriptCapitalD]OS = 1.49610^11; \[ScriptCapitalD]LS = 3.0856775810^14 + 1.49610^11; \[ScriptCapitalD]OL = 3.08567758*10^14; \[Nu] = 1; k = Plot[Log[10, \[Theta]], {\[Beta], -10, 10}, PlotRange -> All, Frame -> True, Axes -> False, PlotStyle -> {Red}]

Thank you Sir for your response, but it's still not working. The graph I am getting is attached: enter image description here

rm = (( 1 + 2 \[Nu] ) Rg)/2;
bc = Sqrt[rm^2 (1 - Rg/rm)^(1 - 2 \[Nu])];

\!\(\*OverscriptBox[
StyleBox["a",
FontSize->12], \(_\)]\) = Sqrt[(2 rm)/((5 - 2 \[Nu]) Rg)];

\!\(\*OverscriptBox[\(b\), \(_\)]\) = 
  Sqrt[(2  rm  )/(
    Rg (5 - 2 \[Nu])  )] ( 
     Log[(16 rm (5 - 2 \[Nu])^2)/((-1 + 2 \[Nu]) Rg) ((4 - 2 \[Nu]) - 
         Sqrt[(3 - 2 \[Nu]) (5 - 2 \[Nu])])^2]) - \[Pi];
Rg = 2 M;
\[Theta] = bc/\[ScriptCapitalD]LS (1 + E^((
\!\(\*OverscriptBox[\(b\), \(_\)]\) - \[Pi] + \[Beta])/
\!\(\*OverscriptBox[
StyleBox["a",
FontSize->12], \(_\)]\))) (180*3600)/\[Pi]*10^6;
\[Beta]s = Rs/\[ScriptCapitalD]LS;

 Rs = 6.96*10^8; \[Beta]0 = 0 \[Beta]s; M = 
 10 (1476); \[ScriptCapitalD]OS = 1.496*10^11; \[ScriptCapitalD]LS = 
 3.08567758*10^14 + 1.496*10^11;
\[ScriptCapitalD]OL = 3.08567758*10^14; \[Nu] = 1;
k = Plot[Log[10, \[Theta]], {\[Beta], -10, 10}, PlotRange -> All, 
  Frame -> True, Axes -> False, PlotStyle -> {Red}]

POSTED BY: nani khan

nani khan

Posted 3 years ago

Thank you Sir for your reponse. I have now tried to change the syntax. May be they will no be error free. Also, I have attaced a .png to have a better look of my codes. Kindly check them. Regards rm = (( 1 + 2 n ) Rg)/2; bc = Sqrt[rm^2 (1 - Rg/rm)^(1 - 2 n)]; A = Sqrt[(2 rm)/((5 - 2 n) Rg)]; B = Sqrt[(2 rm )/( Rg (5 - 2 n) )] ( Log[(16 rm (5 - 2 n)^2)/((-1 + 2 n) Rg) ((4 - 2 n) - Sqrt[(3 - 2 n) (5 - 2 n)])^2]) - \[Pi]; Rg = 2 M; \[Theta] = bc/DLS (1 + E^((B - \[Pi] + \[Beta])/A)) (1803600)/\[Pi]10^6; \[Beta]s = Rs/DLS; Rs = 6.9610^8; \[Beta]0 = 1 \[Beta]s; M = 10 (1476); DOS = 1.49610^11; DLS = 3.0856775810^14 + 1.49610^11; DOL = 3.08567758*10^14; n = 1; k = Plot[Log[10, \[Theta]], {\[Beta], -10, 10}, PlotRange -> All, Frame -> True, Axes -> False, PlotStyle -> {Red}]

Thank you Sir for your reponse. I have now tried to change the syntax. May be they will no be error free. Also, I have attaced a .png to have a better look of my codes. Kindly check them. Regards

rm = (( 1 + 2 n ) Rg)/2;
bc = Sqrt[rm^2 (1 - Rg/rm)^(1 - 2 n)];
A = Sqrt[(2 rm)/((5 - 2 n) Rg)];
B = Sqrt[(2  rm  )/(
    Rg (5 - 2 n)  )] ( 
     Log[(16 rm (5 - 2 n)^2)/((-1 + 2 n) Rg) ((4 - 2 n) - 
         Sqrt[(3 - 2 n) (5 - 2 n)])^2]) - \[Pi];
Rg = 2 M;
\[Theta] = 
  bc/DLS (1 + E^((B - \[Pi] + \[Beta])/A)) (180*3600)/\[Pi]*10^6;
\[Beta]s = Rs/DLS;

 Rs = 6.96*10^8; \[Beta]0 = 1 \[Beta]s; M = 10 (1476); DOS = 
 1.496*10^11; DLS = 3.08567758*10^14 + 1.496*10^11;
DOL = 3.08567758*10^14; n = 1;
k = Plot[Log[10, \[Theta]], {\[Beta], -10, 10}, PlotRange -> All, 
  Frame -> True, Axes -> False, PlotStyle -> {Red}]

POSTED BY: nani khan