Newton's Laws: Analyzing Forces on a Pendulum in Introductory Physics

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SUMMARY

The discussion focuses on applying Newton's laws to analyze forces acting on a pendulum, particularly in the context of high school physics teacher certification. Participants emphasize the importance of understanding the forces involved, such as gravitational force and tension in the pendulum arm, rather than seeking a single formula. The conversation highlights the necessity of using trigonometry to resolve these forces into vertical and horizontal components for a comprehensive analysis.

PREREQUISITES
  • Newton's Laws of Motion
  • Basic principles of pendulum motion
  • Trigonometry for resolving forces
  • Understanding of gravitational force
NEXT STEPS
  • Research the mathematical derivation of forces acting on a pendulum
  • Learn about the relationship between pendulum period and length
  • Explore practical applications of Newton's laws in real-world scenarios
  • Study the effect of frictional forces on pendulum motion
USEFUL FOR

High school physics teachers, physics students, and anyone interested in understanding the dynamics of pendulum motion and the application of Newton's laws in practical problems.

rputra
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I am working on HS Physics teacher certification, the study guide lists one the competencies as follow:

​"Identifies and applies Newton's laws to analyze and solve a variety of practical problems (e.g., properties of frictional forces, acceleration of a particle on an inclined plane, displacement of a mass on a spring, forces on a pendulum)."

Does anyone know the formula for "force on a pendulum"? I know only the period for pendulum. Keep in mind that this is introductory-level physics, any help from experts out there would be very much appreciated. Thanks for your time and effort.
 
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rputra said:
I am working on HS Physics teacher certification, the study guide lists one the competencies as follow:

​"Identifies and applies Newton's laws to analyze and solve a variety of practical problems (e.g., properties of frictional forces, acceleration of a particle on an inclined plane, displacement of a mass on a spring, forces on a pendulum)."

Does anyone know the formula for "force on a pendulum"? I know only the period for pendulum. Keep in mind that this is introductory-level physics, any help from experts out there would be very much appreciated. Thanks for your time and effort.

Welcome to the PF.

I did a Google search on Pendulum Physics, and got lots of great hits. Why don't you give that a try, and post any specific questions about that reading here... :smile:
 
It's not a matter of a "formula", it's a matter of thinking! There is the force of gravity straight down on the bob of the pendulum of course and there is the force of the pendulum arm toward the pivot that keeps the bob from going straight down. Use a little trigonometry to break that into vertical and horizontal components.
 
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