Friction

 

Peter Jeschofnig, Ph.D. Version 42-0262-00-01

 

Lab Report Assistant                                                                                               

 

Thisdocumentisnotmeanttobeasubstitute foraformallaboratoryreport.TheLabReport Assistantissimplyasummaryofthe experimentsquestions,diagramsifneeded,anddatatables thatshouldbeaddressedinaformallabreport.Theintentistofacilitatestudents’writingoflab reports by providing this informationin an editable filewhich can be sent to an instructor.

 

 

 

Observations                                                                                                             

 

Mass of block: .419Kg   Weight 4.11N

 

DataTable 1:Flatboard

 

Flat Board

 

Force of KineticFriction,N

 

Force of StaticFriction,N

Trial 1

.8N

1.2N

Trial 2

.9N

1.4N

Trial 3

.9N

1.3N

Average

.87N

1.3N

 

Mass of block: .419 Kg   Weight   4.11 N

 

DataTable 2:FlatBoard- Block Sideways

Flat Board – Block

Sideways

 

Force of KineticFriction,N

 

Force of StaticFriction,N

Trial 1

.9N

1.4N

Trial 2

.9N

1.35N

Trial 3

.85N

1.4N

Average

.88N

1.38N

 

DataTable 3:DifferentSurfaces

Surfaces Tried: Glass Surface

 

Force of KineticFriction

 

Force of StaticFriction

Trial 1

.4N

.6N

Trial 2

.4N

.6N

Trial 3

.3N

.5N

Average

.37N

.57N


 

 

 

 

 

 

DataTable 4:DifferentSurfaces

Surfaces Tried:

Sandpaper

Force of KineticFriction

Force of StaticFriction

Trial 1

1.3N

1.7N

Trial 2

1.4N

1.8N

Trial 3

1.4N

1.7N

Average

1.37N

1.73N

 

 

 

DataTable 5:DifferentSurfaces

Surfaces Tried:

Wood on Carpet

Force of KineticFriction

Force of StaticFriction

Trial 1

1.8N                 

2.4N

Trial 2

1.8N

2.4N

Trial 3

1.7N

2.3N

Average

1.77N

2.37N

 

 

 

DataTable 6:Raised Board

 

Height

BaseLength

θmax

μs

Trial 1

25cm

61cm

22.3

.41

Trial 2

26cm

64cm

22.1

.41

Trial 3

25.5cm

63cm

22

.40

Average

25.5cm

62.67cm

22.1

.41

 

 

 

 

 

Calculations

 

1. Using the mass of the block and the average force of kinetic friction from Data Table 1, calculate the coefficient of kinetic friction from Equation 1:

 

 

 

Ffr(k) = uk FN. Therefore mk = Ffr(k) / FN

 

.87N= uk (4.11N)

 

uk= .87N/4.11N

 

uk= .211N

 

2. Using the mass of the block and the average force of kinetic friction from Data Table 2, calculate the coefficient of kinetic friction for the wood block sliding on its side. Record your results and see how it compares with the value of Uk obtained

 

from Data Table 1.

 

 

 

Uk = Ffr(k) / FN

 

Uk= .88N/ 4.11N

 

Uk= .214N

 

 

 

It is very similar, which leads me to conclude that sliding friction is proportional to the mass of an object, not the surface area.

 

 

 

3. From the data in Data Table 3, 4, and 5, compute the coefficient of static friction, Us, for the

 

glass surface on wood, the sandpapered surface on wood, and wood on carpet, etc., from

 

each of your three trials. Calculate an average value of Us. Record your results in your own

 

data sheets.

 

Glass                           

 

Us = Ffr(s) / FN

 

Us= .6N/4.11, 6.N/4.11N, .5N/4.11N

 

Us= .15N, .15N, .12N

 

Us average= .14

 

Sandpaper

 

Us = Ffr(s) / FN

 

Us= 1.7N/4.11N, 1.8N/4.11N, 1.7N/4.11N

 

Us= .41N, .44N, .41N

 

Us average= .42N

 

Carpet

 

Us = Ffr(s) / FN

 

Us= 2.4N/4.11N, 2.4N/4.11N, 2.3N/4.11N

 

Us= .58N, .58N, .56N

 

Us average= .57N

 

 

 

4. From the data obtained in Data Table 6 calculate Us for wood on wood from each of your three

 

trials.

 

Us = tan θ = sin θ max/ cos θ max or Us = tan θ = height/base

 

 

 

Trial 1= tan 22.3= .41 or 25/61 = .41

 

Trial 2=tan 22.1= .41 or 26/64 = .41

 

Trial 3= tan 22= .40 or 25.5/63= .40

 

 

 

5. Calculate an average value of Us. Record your result on the data sheet.

 

(.41+.41+.40)/3 = .41

 

 

 

 

 

Questions                                                                                                          

 

 

 

A.  Howdoesthecoefficientofstaticfrictioncomparewiththecoefficientofkineticfrictionfor

 

thesamesurfacesand areas?

 

The coefficient of static friction is always larger than kinetic friction for the same surfaces and areas. This is because it takes more force to get an object moving than to keep it moving.

 

 

 

B.   Why is it important to reduce frictionduring the operationof machinery?

 

 

 

If you reduce friction during the operation of machinery you will increase the energy efficiency of the machine which will allow you to get more work done without having friction act against you.

 

 

 

C.   How does grease or oil affectthe coefficientof friction?

 

Oil and grease are used to decrease the friction between two objects. This allows machines to operate more efficiently by reducing energy lost.

 

 

 

Summary- Overall I conducted an experiment to find out how much friction different surfaces had sliding over each other, and also wanted to find out if it took more force to get something moving or keep it moving. I learned that it takes more force to start something moving than to keep it moving, and also learned friction is proportional to mass of an object and texture rather than surface area. I also learned about how to calculate what degree an object will break free of friction if I know the coefficient of static friction, and how to find the coefficient given the height and length of a ramp that a block starts moving on.

 

 

 

    • 12 years ago
    PHYSCIS Writing assignment Solution
    NOT RATED

    Purchase the answer to view it

    • phy_-_friction_lab_paper.docx
    • phy_-_friction_lab_written_paper.docx