In this lab you will measure the coefficient of static and the coefficient of kinetic friction for a wood block and a feltcovered block in contact with a metal track. A force sensor is mounted on a cart which is attached to the block. The force sensor measures the applied force. The mass of the block, cart, and sensor is given in the video clip.
Find the coefficient of static friction.
You will examine two video clips. By stepping through these clips frame by frame you will determine the applied force needed to overcome the force of static friction. As the magnitude of the applied force becomes greater than the magnitude of the maximum force of static friction the blocks will accelerate. Using f_{s}(max) = μ_{s}N and N = mg, you will determine μ_{s} for the wood block and the feltcovered block.
To step through video clips framebyframe click the buttons below. The "Video Analysis" web page will open. 
Construct a table as shown below.

Find the coefficient of kinetic friction.
You will examine two video clips. You will determine the position of the block in each clip as a function of time by stepping through the video clip framebyframe and by reading the time and the position coordinates of the block off each frame. You will construct a spreadsheet with columns for time and position and use this spreadsheet to find the velocity as a function of time. The slope of a velocity versus time graph yields the acceleration of the block. The force sensor measures the applied force and the mass of the accelerating object is given in the video clip. Using F_{total }= ma and F_{total }= F_{applied } f_{k} you will determine the force of kinetic friction f_{k}. The coefficient of kinetic friction μ_{k }can then be found from f_{k }= μ_{k}N.
To play the video clip or to step through it framebyframe click the "Begin" button. The "Video Analysis" web page will open. Choose the friction_3.mp4 and the friction_4.mp4 video clips. 
For each video clip:
Play the video clip and return it to frame 0.  
In the setup window choose to track the xcoordinate of one object.  
Calibrate your data as described in lab 1.  
Highlight and copy your data table. Open Microsoft Excel, and paste the table into an Excel
spreadsheet. Your spreadsheet will have two columns, time (s) and x (m). Produce a graph of position (vertical axis) versus time (horizontal axis). Label the axes.  
Rightclick the data and choose "Add Trendline". Choose Polynomial, Order 2. and under options click "Display equation on chart". An equation of the form y = b_{1}x^{2} + b_{2} x + b_{3} will be displayed where b_{1}, b_{2}, and b_{3} are numbers.  
For motion with constant acceleration the position varies with time as x = x_{0} + v_{0}t + (1/2)at^{2}. Since we are plotting x versus t, the number b_{1} is the best estimate for a/2 from the fit. Therefore the value of the acceleration determined from the fit is a = 2b_{1}.  
Find the acceleration of the block in each clip.  
Construct a table as shown below.

Open Microsoft Word and prepare a report using the template shown below.
In one or two sentences state the goal of this lab.  
Insert your tables.  
Compare the coefficients of static and kinetic friction for the two surfaces. Comment on your results. Do they make sense?  
How good do you think are your results? What factors do you think may be responsible for the largest uncertainties? 
Save your Word document (your name_lab5.docx), go to Blackboard, Assignments, Lab 5, and attach your document.