A Kinetic Energy and Potential Energy Worksheet are a two-page form that calculates energy release and conversion factors between a system of interest and its external environment. The purpose of the worksheet is to provide a simple graphical explanation of how the system changes over time. The idea behind it is that if a system has potential energy, then the change in the system’s output energy will equal the change in potential energy. That is why the worksheet is called a potential energy worksheet. The worksheet can be used as a tool for calculating the potential energy changes, or k Eff for short, that are associated with a system.
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These two concepts are often confused, but not by intention. The confusion is due to the fact that many people think that one concept must be used in order to calculate the other. The fact is that both k and E q can be calculated without using the other. The formula for calculating k and E it is actually very simple: where k is the unit of force and Eq is the endothermic or end-user energy function.
Kinetic energy is the energy needed to move an object from point A to point B. Potential energy is energy that is needed to move an object from a point B to a point C. This definition of potential energy is very broad and covers any type of moving object. In this article we will discuss only the first of the relationships between k and E is:
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k is equal to Eq – When k is equal to Eq, then the system has a zero external influence. When k is greater than Eq, the system’s influence increases by one. Therefore, the more k Eff the system has, the higher the potential energy change. You can use your worksheet to find out k and E of values for any closed system.
A – This is the energy required to move the object. It is expressed on the horizontal axis by the factor of k per ton of weight. The higher the k Eff the higher the potential energy change. You can also find out the relationship between k and E is by finding out the value of k at a constant angle from the center of the object as it moves in your viewing window.
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e – This shows how much energy is needed to accelerate the object forward. To use your worksheet, select the Acceleration graph and then enter the value of E into the top right cell. Use the minus sign to subtract the constant from the acceleration. You can use the plotted area of the worksheet to determine the amount of energy required to move an object forward at a particular speed.
ki – This is the energy needed to decelerate the object. Enter the name of the constant on the horizontal axis and the value of k in the lower right cell. You can find the values of k me on your worksheet and graph them against the k, where k is the constant you want to find. You will need to plot a line between the x-axis and the constant on the horizontal axis. Use the fits function to fit your data to the chart.
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A – This is the energy required to stop the moving object. Enter the name of the force on the left axis and the distance that the moving object will travel on the x-axis. You can find the values of g in your worksheet and graph them against the k. The greater the k, the stronger is the force that will stop the momentum transfer. To find the exact value of g, you can use your spreadsheet that has the fits function. This gives you the best estimate of the energy needed to do the job.
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