lab 10 x

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School

Miami Dade College, Miami *

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Course

2048L

Subject

Physics

Date

Dec 6, 2023

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pdf

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5

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Miami-Dade College – Wolfson Campus PHY2048L/PHY2053L – General Physics Lab Submission Form Group # SUBMITTER : PARTICIPANTS : PART-1 PERIOD VS. LENGTH The Period ( T ) is the time it takes to the bob to complete one oscillation (one full swing). TABLE-1 Run Length Time for 20 Oscillations Period (T) T 2 (m) (s) (s) (s 2 ) 1 0.80 2 3 4 5 6 7 PART-2 PERIOD VS. MASS TABLE-2 Run Mass Time for 20 Oscillations Period (T) (g) (s) (s) 1 2 3 4 5 PART-3 PERIOD VS. AMPLITUDE The amplitude, A , of simple harmonic motion is the maximum distance from the equilibrium position. TABLE-3 Run Amplitude Time for 20 Oscillations Period (T) (Degrees) (s) (s) 1 2 3
Miami-Dade College – Wolfson Campus 2 ANALYSIS ( TYPE YOUR ANSWERS INSIDE THE BOXES PROVIDED ) PART-1 1. Use LoggerPro to plot a graph of Period ( T ) vs. Length ( L ). Choose Curve Fit from the Analyze menu. Select Manual as the Fit Type. Select the Power function from the General Equation list. 2. Use LoggerPro to plot the Period Squared ( T 2 ) vs. Length ( L ). Choose Curve Fit from the Analyze menu. Select Manual as the Fit Type. Select the Linear function from the General Equation list. Write the “Linear Fit” equation of your graph, the Correlation, and the RMS. What does the slope of the “Linear Fit” equation represent? From the slope, calculate the experimental value of the acceleration of gravity (g) and the percent error with its accepted value of 9.81 m/s 2 . Write the “Best Fit” equation of your graph, the Correlation and the RMSE. g exp (m/s 2 ) Percent Error (%) Linear-Fit Equation Correlation RMSE Slope:
Simple Harmonic Motion Miami-Dade College – Wolfson Campus 3 PART-2 1. Use LoggerPro to plot a graph of Mass versus Period. Perform a Linear-fit and investigate how changing the Mass affects the period of the oscillations. How does the mass affect the period? Justify your answer using the information from your graph. PART-3 1. Use the data recorded in Table-3 to investigate how changing the Amplitude affects the period of the oscillations. Calculate the average Period and the Standard deviation from the mean. 2. Based on your results, how does the Amplitude affect the period of the oscillations? Justify your answers using your data. 3. For which amplitude does the period have the largest deviation from the mean value. Give a possible explanation for this observation. Average Period (T avg ) +/- STD
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