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Complete Friction lab report, Lab Reports of Physics

Complete lab report with a 20/20 final score.

Typology: Lab Reports

2020/2021

Uploaded on 12/05/2021

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Group#4: Hachim-Jeongho-Wasim-Cano
PHYS 3A
Professor Rosa Alvis
9/17/2021
Lab 3: Friction
Objective:
The objective of this experiment is to measure the coefficient of static and kinetic friction
between the surfaces of a wooden block and paper.
Overview:
Friction exists when a physical object attempts to counteract the resistive force
encountered while being transitioned into kinetic motion (Fk) or static motion (Fs) at rest.
The friction equation is F=µN, where “µ” is the coefficient of friction, and “N” is the
normal force.
When an object has static friction, it is in a stationary position. The instant a force is
applied to it to move, it becomes kinetic friction. It takes greater force to move an object
with static friction than kinetic friction. Kinetic friction occurs when an object is already in
motion. Once kinetic friction takes place, the force goes in the opposite direction of the
object moving.
In this experiment, we evaluate a wooden object sliding against the surface of the paper
while varying the acceleration. This can be accomplished by varying the weights used to
pull the object.
After data is collected, computer software (Google Sheets in our instance) will be used
to find the coefficient of both kinetic and static frictions from plotting the measured
values and computing for the slope. An equation will be provided by the software in the
form of y=mx+b where m is the slope and µ of the friction formula.
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Group#4: Hachim-Jeongho-Wasim-Cano PHYS 3A Professor Rosa Alvis 9/17/ Lab 3: Friction Objective: The objective of this experiment is to measure the coefficient of static and kinetic friction between the surfaces of a wooden block and paper. Overview: Friction exists when a physical object attempts to counteract the resistive force encountered while being transitioned into kinetic motion (Fk) or static motion (Fs) at rest. The friction equation is F=μN, where “μ” is the coefficient of friction, and “N” is the normal force. When an object has static friction, it is in a stationary position. The instant a force is applied to it to move, it becomes kinetic friction. It takes greater force to move an object with static friction than kinetic friction. Kinetic friction occurs when an object is already in motion. Once kinetic friction takes place, the force goes in the opposite direction of the object moving. In this experiment, we evaluate a wooden object sliding against the surface of the paper while varying the acceleration. This can be accomplished by varying the weights used to pull the object. After data is collected, computer software (Google Sheets in our instance) will be used to find the coefficient of both kinetic and static frictions from plotting the measured values and computing for the slope. An equation will be provided by the software in the form of y=mx+b where m is the slope and μ of the friction formula.

Data : Added Weight (gwt) Normal F (gwt) Static friction (gwt) Average Fs.^ (gwt) 0 350 120 110 120 125 115 118 100 450 170 180 160 170 170 170 200 550 220 210 200 180 195 201 300 650 240 260 220 240 240 240 400 750 300 280 275 260 240 271 500 850 290 320 300 330 300 308 600 950 360 350 350 340 350 350 Added Weight (gwt) Normal F (gwt) Kinetic friction (gwt) Average Fk (gwt) 0 350 90 100 110 105 95 100 100 450 120 115 125 115 120 119 200 550 150 160 170 160 160 160 300 650 200 180 10 175 180 181 400 750 200 220 210 195 200 205 500 850 210 220 225 240 230 225 600 950 260 250 270 260 270 262

Slope = 0.37 , δ (Slope) = ± 0.01; μs = 0.37 ±0. Calculations: Average value: 𝑥 = Σ𝑥 𝑁 Sample calculation of the average Fs of (N: 350) = = 118 (gwt) 120+110+120+125+ 5 Sample calculation of the average Fk of (N: 350) = = 100 (gwt) 120+110+120+125+ 5 Sources of error: There are a couple of potential sources of error. The first being the force used to pull the wooden block not being at a consistent speed. This could have allowed for inaccurate readings on the spring scale. The second source of error is the possibility of the block being pulled at different angles which can alter the results. Conclusion: The experiment was conducted to test the value of static and kinetic friction by having a wooden block pulled with different masses. The pressure from the mass and the material determined the amount of force needed and friction applied. Each experiment has resulted in two different outcomes. As expected, the coefficient for static friction was larger than the coefficient for kinetic friction. The coefficient for static friction is larger due to the increase in the necessity for force to start moving an object than it is to continue to move an object that is in constant motion. In this experiment, the static friction coefficient between the surfaces of the wooden block and paper was 0.37 and the coefficient for kinetic friction for the same objects was 0.27.