# Uniform Circular Action Report

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02.08.2019-554 views -Consistent Circular Motion Report п»їUniform Circular Action

PES 121 Report

Aim

The purpose of this kind of experiment is always to determine the relationships among radiuses, mass, velocity and centripetal power of a rotating body. We all used logger pro to accurately measure the orbital length of the content spinning mass and used these kinds of measurements to look for the interrelated connections of the specific properties and viewed the results graphically.

Data and Calculations

The black markings on the string are about 10 cm apart in length, measured from your center in the spinning mass. Part A: Factors that influence Spherical Motion

Speed versuse Centripetal Force

Submit the stand holding the Spinning mass (M) plus the radius (R) constant.

Physique 1: Trial and error setup to get the lab

Which in turn Spinning Mass did you select _hook with foam wrapping_ (Tennis ball, etc .. ) What is the mass with the Spinning mass _0. 0283_ kg.

What Radius performed you select _0. 30_ m (around twenty cm is a great choice). Complete the dining tables for five different hanging mass beliefs.

Hanging Mass (m) [kg]

0. 1001 kg

0. 1992 kilogram

0. 2992 kg

zero. 4000 kilogram

0. 4997 kg

Revolution Number and Time every Revolution (T) [sec]

you

0. 61337 s

0. 413210 s

0. 367288 s

0. 316510 s

0. 271455 s

a couple of

0. 613087 s

0. 403737 h

0. 370600 s

zero. 310189 t

0. 274200 s

three or more

0. 613727 s

zero. 393689 s i9000

0. 374100 s

0. 316308 h

0. 273700 s

5

0. 611319 s

zero. 39364 s

0. 368047 s

zero. 309619 s

0. 279400 s

a few

0. 618954 s

0. 388600 s i9000

0. 365853 s

0. 300742 t

0. 282000 s

6th

0. 589000 s

0. 386300 s i9000

0. 367541 s

zero. 294794 t

0. 286041 s

six

0. 572337 s

zero. 393600 s

0. 375694 s

0. 297564 t

0. 286679 s

eight

0. 567165 s

0. 409900 h

0. 376971 s

0. 299070 s

0. 285880 s

9

0. 553799 s

0. 417200 s

0. 372394 s

0. 307155 t

0. 288500 s

15

0. 549274 s

0. 418100 t

0. 363807 s

0. 299924 h

0. 285612 s

Normal Time per Revolution (T) [sec]

zero. 590204 h

0. 41083 s

0. 370230 h

0. 304845 s

zero. 281347 s

Calculate the velocity (v) [m/s]

3. 19 m/s

some. 69 m/s

5. 09 m/s

six. 18 m/s

6. 75 m/s

Demonstrate an Example Computation Here

Determining the speed:

By re-examining the number above, you observe that the makes are equal due to the connection of the tensile forces though the string.

Consolidate your entire previous info in one nice neat table.

Spinning mass (kg)

Dangling Mass (kg)

Centripetal Power (N)

Acceleration

v (m/s)

Speed2

v2 (m2/s2)

zero. 30 meters

0. 0283 kg

0. 1001 kilogram

- zero. 981981 And

3. nineteen m/s

10. 1761 m2/s2

0. 40 m

zero. 0283 kilogram

0. 1992 kg

-- 1 . 954152 N

some. 69 m/s

21. 9961 m2/s2

0. 30 meters

0. 0283 kg

0. 2992 kilogram

- 2 . 935152 In

5. 2009 m/s

twenty-five. 9081 m2/s2

0. 40 m

0. 0283 kilogram

0. 4,000 kg

-- 3. 92400 N

6th. 18 m/s

38. 1924 m2/s2

0. 30 m

0. 0283 kg

zero. 4997 kilogram

- 4. 902057 And

6. seventy m/s

44. 8900 m2/s2

What can you conclude about the relationship between the acceleration and the centripetal force? A graph can be very helpful right here to see virtually any trends.

Persons can usually identify a thready relationship, we don't typically think regarding quadratic associations. For that reason, we all usually make an effort to plot charts in such a way that the graph ought to appear thready. This may indicate changing the shape of whatever we are plotting from let us say v to a huge selection of. From your data table, would it be more likely that a straight-line graph will be attained by plotting Fcent against versus or v2? Plot both on the same graph and go over their implications. Using the table above, we need to plot the centripetal force versus the speed and the centripetal force versus the velocity-squared.

The graph of Force versus Velocity-squared creates the most thready result.

By simply analyzing both the graphs previously mentioned, we can see that as velocity increases, thus does the centripetal force. Which means that velocity and force are directly related. This is further more reinforced by the equation of centripetal force:

Notice that if we plot Push on the y-axis and v-squared on the x-axis, this is effectively a straight collection:

compared to

The variance inside the data is most likely due to a variable...