course_planning:183_projects:s23_week_3_geostationary_orbit

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course_planning:183_projects:s23_week_3_geostationary_orbit [2023/01/25 19:51] – hallsteincourse_planning:183_projects:s23_week_3_geostationary_orbit [2023/01/25 20:06] – hallstein
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   * **Tutor Question:**  If you added in another body, what two forces would constitute the net force acting on the satellite?   * **Tutor Question:**  If you added in another body, what two forces would constitute the net force acting on the satellite?
   * **Expected Answer:**  $\vec{F}_{\rm net}=-GM_{1}m\hat{r}_{1}/r_{1}^{2}-GM_{2}m\hat{r}_{2}/r_{2}^{2}$   * **Expected Answer:**  $\vec{F}_{\rm net}=-GM_{1}m\hat{r}_{1}/r_{1}^{2}-GM_{2}m\hat{r}_{2}/r_{2}^{2}$
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-{{course_planning:geostationary_part_1_questions.png}} 
  
 </WRAP> </WRAP>
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 <WRAP alert> <WRAP alert>
-The addition of the non-constant Newtonian force is challenging for students.  If the group is struggling to correctly model it, do not push them to add in a graph. Rather, focus on correctly completing the previous tasks and ask any remaining tutor questions.+The addition of the non-constant Newtonian force is challenging for students.  If the group is struggling to correctly model it, do not push them to add a graph. Rather, focus on correctly completing the previous tasks and ask any remaining tutor questions.
 </WRAP> </WRAP>
  
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   * **Expected Answer:**  It is the step in time that passes every loop of the calculation loop.  Increasing the time step makes for a "rougher" approximation to the real world phenomenon.   * **Expected Answer:**  It is the step in time that passes every loop of the calculation loop.  Increasing the time step makes for a "rougher" approximation to the real world phenomenon.
  
-{{course_planning:georobitconceptualq2.png}}+
  
 </WRAP> </WRAP>
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 Changes made to the given code: Changes made to the given code:
 +{{course_planning:project_solutions:project_3_code_b.png}}
  
 ====== Project 3: Part C: Geostationary orbit ====== ====== Project 3: Part C: Geostationary orbit ======
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 Modification of solution to part B to get |r| vs t, |Fnet| vs t and Fnet,x and P,x vs t: Modification of solution to part B to get |r| vs t, |Fnet| vs t and Fnet,x and P,x vs t:
  
 +{{course_planning:project_solutions:project_3_code_cd.png}}
  
  • course_planning/183_projects/s23_week_3_geostationary_orbit.txt
  • Last modified: 2023/10/18 01:20
  • by hallstein