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how to graph $theta = phi$ in spherical coordinates


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$begingroup$


how to graph the spherical equation:
$$theta = phi$$



in spherical coordinates $(rho, theta, phi)$ where:



$rho$ = distance from origin



$theta$ = angle relative to x-axis in xy-plane



$phi$ = angle relative to z-axis










share|cite|improve this question









$endgroup$

















    3












    $begingroup$


    how to graph the spherical equation:
    $$theta = phi$$



    in spherical coordinates $(rho, theta, phi)$ where:



    $rho$ = distance from origin



    $theta$ = angle relative to x-axis in xy-plane



    $phi$ = angle relative to z-axis










    share|cite|improve this question









    $endgroup$















      3












      3








      3


      1



      $begingroup$


      how to graph the spherical equation:
      $$theta = phi$$



      in spherical coordinates $(rho, theta, phi)$ where:



      $rho$ = distance from origin



      $theta$ = angle relative to x-axis in xy-plane



      $phi$ = angle relative to z-axis










      share|cite|improve this question









      $endgroup$




      how to graph the spherical equation:
      $$theta = phi$$



      in spherical coordinates $(rho, theta, phi)$ where:



      $rho$ = distance from origin



      $theta$ = angle relative to x-axis in xy-plane



      $phi$ = angle relative to z-axis







      spherical-coordinates






      share|cite|improve this question













      share|cite|improve this question











      share|cite|improve this question




      share|cite|improve this question










      asked Mar 12 at 14:22









      DiscreteMathDiscreteMath

      595




      595






















          1 Answer
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          3












          $begingroup$

          I don't know if I am right or wrong but I have made some calculations. As given $theta=phi$ so using the relations $$x=rcosthetasinphi$$ $$y=rsinthetasinphi$$ $$z=rcostheta$$ we get, $$x=rcosthetasintheta$$ $$y=rsinthetasintheta$$ $$z=rcostheta$$



          Now using Parametric plot feature on Mathematica in range $1le rle 5$ and $0le thetale2pi$ I got these,



          Img 1Img 2Img 3Img 4



          Here is a useful LINK



          Hope this works!






          share|cite|improve this answer









          $endgroup$













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            $begingroup$

            I don't know if I am right or wrong but I have made some calculations. As given $theta=phi$ so using the relations $$x=rcosthetasinphi$$ $$y=rsinthetasinphi$$ $$z=rcostheta$$ we get, $$x=rcosthetasintheta$$ $$y=rsinthetasintheta$$ $$z=rcostheta$$



            Now using Parametric plot feature on Mathematica in range $1le rle 5$ and $0le thetale2pi$ I got these,



            Img 1Img 2Img 3Img 4



            Here is a useful LINK



            Hope this works!






            share|cite|improve this answer









            $endgroup$


















              3












              $begingroup$

              I don't know if I am right or wrong but I have made some calculations. As given $theta=phi$ so using the relations $$x=rcosthetasinphi$$ $$y=rsinthetasinphi$$ $$z=rcostheta$$ we get, $$x=rcosthetasintheta$$ $$y=rsinthetasintheta$$ $$z=rcostheta$$



              Now using Parametric plot feature on Mathematica in range $1le rle 5$ and $0le thetale2pi$ I got these,



              Img 1Img 2Img 3Img 4



              Here is a useful LINK



              Hope this works!






              share|cite|improve this answer









              $endgroup$
















                3












                3








                3





                $begingroup$

                I don't know if I am right or wrong but I have made some calculations. As given $theta=phi$ so using the relations $$x=rcosthetasinphi$$ $$y=rsinthetasinphi$$ $$z=rcostheta$$ we get, $$x=rcosthetasintheta$$ $$y=rsinthetasintheta$$ $$z=rcostheta$$



                Now using Parametric plot feature on Mathematica in range $1le rle 5$ and $0le thetale2pi$ I got these,



                Img 1Img 2Img 3Img 4



                Here is a useful LINK



                Hope this works!






                share|cite|improve this answer









                $endgroup$



                I don't know if I am right or wrong but I have made some calculations. As given $theta=phi$ so using the relations $$x=rcosthetasinphi$$ $$y=rsinthetasinphi$$ $$z=rcostheta$$ we get, $$x=rcosthetasintheta$$ $$y=rsinthetasintheta$$ $$z=rcostheta$$



                Now using Parametric plot feature on Mathematica in range $1le rle 5$ and $0le thetale2pi$ I got these,



                Img 1Img 2Img 3Img 4



                Here is a useful LINK



                Hope this works!







                share|cite|improve this answer












                share|cite|improve this answer



                share|cite|improve this answer










                answered Mar 12 at 15:05









                Sujit BhattacharyyaSujit Bhattacharyya

                1,528519




                1,528519






























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