Domino Lab
Physics
Domino Lab
I. Problem: What spacing between the Domino's will provide the fastest velocity for a line of falling Domino's.
II. Background:
The Domino C.I.M. lab that we have been assigned brings forth the question of the compression of a line of Domino's. The question is, what set up of Domino's has the fastest compression time. We intend on testing this by lining up different strings of Domino's and finding which variable of distance has the greatest compression velocity.
This compression of Domino's shares a very close relation to longitudinal sound waves. Longitudinal sound waves work by the compression and rarefaction or particles along a wavelength. The speed of the wave depends upon the denseness of the air. …show more content…
The first would be the collision rate, it seems that as the Domino's are placed closer together it will increase the rate of collision, and domino's that are placed farther apart will have a decreased collision rate. Another is the linear distance of the Domino's, logic dictates that the farther the Domino's are positioned apart, the farther the linear distance will be in the end. Another variable that need be addressed is the variables working for and against the collapse of the Domino's. The Domino falls by being struck by one side by a neighboring Domino, this collision pushes the Domino horizontally with a force that exceeds the gravitational vertical force exerted on the Domino. This happens until the Domino tips to a 45 degree angle, from that point until it is completely collapsed, the gravitational force on the domino is greater then the initial horizontal force exerted by the Domino being struck from the side. But in the end my hypothesis is that as the distance between the Domino's increases and decreases the velocity will remain constant. This is due to the opposing variables of the collision rate. As the length goes up, collision rate goes down, and as length goes down, the collision rate goes …show more content…
Meter stick
3. 20 Domino's
V. Procedure:
1. Obtain Materials
2. Measure Height of the Domino's
3. Set up Domino's one after another vertically exactly 10% of the Domino's height apart.
4. Ready stopwatch to record the time the Domino's take to completely collapse from one end to the other.
5. Tap one of the end Domino's and begin the timer. Stop timer and record after the Domino's have all collapsed.
6. Repeat steppes 3-5 2 times and record Data.
7. Repeat steppes 3-6 with a distance between each Domino of 20 percent the domino's original height.
8. Repeat steppes 3-6 with a distance between each Domino of 30 percent the domino's original height.
9. Repeat steppes 3-6 with a distance between each Domino of 40 percent the domino's original height.
10. Repeat steppes 3-6 with a distance between each Domino of 50 percent the domino's original height.
VI. Data:
Distance Between Each Domino (cm) Linear Distance (m) Trial 1 (s) Trial 2 (s) Trial 3 (s) Average Time (s) Average Velocity (m/s)
10% / .45 cm .19m .36s .40s .37s .37s .51m/s
20% / .9cm .32m .79s .82s .77s .79s .40m/s
30% / 1.35 cm .38m .54s .55s .60s .56s .67m/s
40% / 1.8 cm .49m .71s .68s .69s .69s .71m/s
50% / 2.25 cm .59m .70s .71s .69s .70s
Domino Lab
I. Problem: What spacing between the Domino's will provide the fastest velocity for a line of falling Domino's.
II. Background:
The Domino C.I.M. lab that we have been assigned brings forth the question of the compression of a line of Domino's. The question is, what set up of Domino's has the fastest compression time. We intend on testing this by lining up different strings of Domino's and finding which variable of distance has the greatest compression velocity.
This compression of Domino's shares a very close relation to longitudinal sound waves. Longitudinal sound waves work by the compression and rarefaction or particles along a wavelength. The speed of the wave depends upon the denseness of the air. …show more content…
The first would be the collision rate, it seems that as the Domino's are placed closer together it will increase the rate of collision, and domino's that are placed farther apart will have a decreased collision rate. Another is the linear distance of the Domino's, logic dictates that the farther the Domino's are positioned apart, the farther the linear distance will be in the end. Another variable that need be addressed is the variables working for and against the collapse of the Domino's. The Domino falls by being struck by one side by a neighboring Domino, this collision pushes the Domino horizontally with a force that exceeds the gravitational vertical force exerted on the Domino. This happens until the Domino tips to a 45 degree angle, from that point until it is completely collapsed, the gravitational force on the domino is greater then the initial horizontal force exerted by the Domino being struck from the side. But in the end my hypothesis is that as the distance between the Domino's increases and decreases the velocity will remain constant. This is due to the opposing variables of the collision rate. As the length goes up, collision rate goes down, and as length goes down, the collision rate goes …show more content…
Meter stick
3. 20 Domino's
V. Procedure:
1. Obtain Materials
2. Measure Height of the Domino's
3. Set up Domino's one after another vertically exactly 10% of the Domino's height apart.
4. Ready stopwatch to record the time the Domino's take to completely collapse from one end to the other.
5. Tap one of the end Domino's and begin the timer. Stop timer and record after the Domino's have all collapsed.
6. Repeat steppes 3-5 2 times and record Data.
7. Repeat steppes 3-6 with a distance between each Domino of 20 percent the domino's original height.
8. Repeat steppes 3-6 with a distance between each Domino of 30 percent the domino's original height.
9. Repeat steppes 3-6 with a distance between each Domino of 40 percent the domino's original height.
10. Repeat steppes 3-6 with a distance between each Domino of 50 percent the domino's original height.
VI. Data:
Distance Between Each Domino (cm) Linear Distance (m) Trial 1 (s) Trial 2 (s) Trial 3 (s) Average Time (s) Average Velocity (m/s)
10% / .45 cm .19m .36s .40s .37s .37s .51m/s
20% / .9cm .32m .79s .82s .77s .79s .40m/s
30% / 1.35 cm .38m .54s .55s .60s .56s .67m/s
40% / 1.8 cm .49m .71s .68s .69s .69s .71m/s
50% / 2.25 cm .59m .70s .71s .69s .70s