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Dec 6, 2023

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Allison Brezovsky November 28,2016 Baker Friction Lab Report Part 1 Hypothesis: If the force of friction is higher, then the coefficient of kinetic friction will also be higher. Therefore, I believe the carpet will have the greatest coefficient of kinetic friction. Data Table: Name of Surface Mass of Block Force of Friction Coefficient of Kinetic Friction LAB TABLE .509kg 1.5N .3004 CARDBOARD .509kg 1N .20027 WOOD .509kg 1.5N .3004 CARPET .509kg 2.5N .5007 TILE .509kg 1.5N .3004 Calculations: Lab Table Cardboard Wood Carpet Tile F f = μFN μ= F f /FN μ= (1.5)/(4.99329) μ=.3004 Fg=FN Fg=mg FN=mg FN= (.509)(9.81) FN= 4.99329 N F f =μFN μ= F f / FN μ=(1)/(4.99329) μ=.20027 Fg=FN Fg=mg FN=mg FN=(.509)(9.81) FN= 4.99329 N Ff=μFN μ= Ff/ FN μ=(1.5)/(4.99329) μ=.3004 Fg=FN Fg=mg FN=mg FN=(.509)(9.81) FN= 4.99329 N Ff=μFN μ= Ff/ FN μ=(2.5)/(4.99329) μ=.5007 Fg=FN Fg=mg FN=mg FN=(.509)(9.81) FN= 4.99329 N Ff=μFN μ= Ff/ FN μ=(1.5)/(4.99329) μ=.3004 Fg=FN Fg=mg FN=mg FN=(.509)(9.81) FN= 4.99329 N
Friction Lab Part 2 Hypothesis: If the weight of the wooden block increases, then the force of friction should increase as well Data Table: Mass of the Wooden Block Force of Friction .509kg 2.5N .609kg 3.5N .709kg 3.5N .809kg 3.5N .909kg 4N 1.009kg 4N 1.109kg 4.5N 1.409kg 5.5N Graph:
Conclusion: From the data we have gathered throughout the lab we can conclude that as the weight got bigger some of the forces got bigger, and some stayed the same. Although not every force got bigger, they never got small. Friction Lab Part 3 Hypothesis: If you add more weight to the block to make the mass of an object bigger, then the force will become bigger making the coefficient of kinetic friction become smaller. Data: Mass of the Wood Block Coefficient of Kinetic Friction .509kg .5007 .609kg .5858 .709kg .5032 .809kg .4410 .909kg .4485 1.009kg .4041 1.109kg .4159 1.409kg .3979 Calculations: Mass-.509 F= μFN μ= F f /FN μ= (2.5)/ (4.99329) μ= .5007 Fg=FN Fg=mg FN=mg FN=(.509) (9.81) FN= 4.99329 N Mass-.609 F= μFN μ= Ff/FN μ= (3.5)/ (5.97429) μ= .5858 Fg=FN Fg=mg FN=mg FN=(.609) (9.81) FN= 5.97429 N Mass-.709 F= μFN μ= Ff/FN μ= (3.5)/ (6.95529) μ= .5032 Fg=FN Fg=mg FN=mg FN=(.709) (9.81) FN= 6.95529 N Mass-.809 F= μFN μ= Ff/FN μ= (3.5)/ (7.93629) μ= .4410 Fg=FN Fg=mg FN=mg FN=(.809) (9.81) FN= 7.93629 N Mass-.909 F= μFN μ= Ff/FN μ= (4)/ (8.91729) μ= .4485 Fg=FN Fg=mg FN=mg FN=(.909) (9.81) FN= 8.91729 N Mass-1.009 F= μFN μ= Ff/FN μ= (4)/(9.89829) μ= .4041 Fg=FN Fg=mg FN=mg FN=(1.009)(9.81) Mass-1.109 F= μFN μ= Ff/FN μ= (4.5)/(10.817929) μ= .4159 Fg=FN Fg=mg FN=mg FN=(1.109)(9.81) Mass-1.409 F= μFN μ= Ff/FN μ= (5.5)/(13.82229) μ= .3979 Fg=FN Fg=mg FN=mg FN=(1.409)(9.81)
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FN= 9.89829 N FN= 10.817929 N FN= 13.82229 N Graph: Conclusion: The forces of each object changed along with the masses.