12/25/2023 0 Comments Inclined plane physics calculatorWith the motion detector I think we could first find a proper height for both the ramp and the car to be placed at and whenever we raised the ramp we would raise the motion detector by the same amount. For the few weaknesses I had I can say there are simple solutions for them to be avoided next time. The precision of the data was decent as our motion detector was quite accurate. Another weakness was our time management which was not up to par, where in this case we were at times working to fast and rushing a lot as we didn’t have much time left which affected our data greatly.Īnother weakness was when averaging the acceleration we only had constant acceleration for about 1 second in which we averaged those numbers together. There were few weaknesses in the lab, such as the motion detector taking time to set up as well as getting it to work properly which may have increased the error. From my overall look I can say that the design and method of the investigation was good. Our results from which we got from the lab compared to the gsin? results were not that much different, however there were certain points that did not match up. This took several pre trails of which none were counted. A Systemic error that occurred was with the frictionless car as the motion detector took a lot of time to detect the car and we had to measure at which height the car would be detected. Another Random Error was the time that we used, we may have not used the time to our best accomplishment as it took much time to prepare and also take all the data down. One random error was that we definitely did not collect data and that if we did collect more data the results would be much more precise then they are. I believe that this 32% error was taken because of random and systemic errors meaning that what we did made the error much higher than it should be and also the fact that the instrument was a bit hard to work with. In our Lab we can calculate that there is about 32% error which is very high, but for several reasons is true. The car will go much faster until the ramp if perpendicular to the ground and when you lower the ramp to 180i? then the car will barely have any acceleration considering there is no friction. This is because if one looks at this problem it makes sense. ![]() ![]() We can say the same for this Lab as that when the angle is lower than 90 the acceleration would increase until the angle is above 90 and the acceleration will decrease again. ![]() Like our Projectile Motion lab that we have done recently the projectile went a certain distance at a certain angle and then after changing the angle the distance would decrease after a while. By looking at all of our data we can come to the conclusion that the angle of inclination does not affect the acceleration. We found our data using two different methods and different numbers for each and generally got different answers. Except for a few exceptions its is proved through our graph that the acceleration is increased as the angle is increased, but for those exceptions we may be able to say that error was involved as 30% is quite high. ![]() Here is how the Tension in string when one body is lying on smooth inclined plane calculation can be explained with given input values -> 157.6526 = 29*17**(1+sin(0.5235987755982))/(29+17).Coefficient of Friction: The coefficient of friction was taken away because of the equipment that we used.įor example we had the frictionless car that helped reduce the friction greatly also the ramp let the wheels fit into the plane which made the friction almost definitely According to our graph above which is the points we got from our lab we can say that as the angle of inclination increases then the average acceleration would increase. How to calculate Tension in string when one body is lying on smooth inclined plane using this online calculator? To use this online calculator for Tension in string when one body is lying on smooth inclined plane, enter Mass of body A (m 1), Mass of body B (m 2) & Inclination of Plane (θ) and hit the calculate button. Tension Of String is denoted by T symbol. Tension in string when one body is lying on smooth inclined plane calculator uses Tension Of String = Mass of body A* Mass of body B* *(1+ sin( Inclination of Plane))/( Mass of body A+ Mass of body B) to calculate the Tension Of String, The Tension in string when one body is lying on smooth inclined plane is the function of the masses of both bodies and the angle of inclination of the plane. How to Calculate Tension in string when one body is lying on smooth inclined plane?
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