
There was also an experiment performed on Wednesday which involved a resistive coil that would heat a known mass of water when voltage was applied to it. We were given the mass of the water, the dimensions of the coil, and the applied voltage. Our goal was to determine the change in temperature of the water with our given information after a period of ten minutes had elapsed. We first determined the resistance of the coil and the current flowing through it. Because other groups had used a different value of resistivity and calculated a different current, we used these two values to come up with an uncertainty for the current. We then determined the power, the energy put into the water, and finally the change in temperature with uncertainty. The actual change in temperature was 2.5 degrees Celsius, but we calculated a change of 2 + or - .49 degrees Celsius. We went through the same process with an initial voltage of 9 volts instead of 4.5 volts. Those calculations are seen in the upper portion of the whiteboard. Doubling the voltage did not double the change in temperature. My intuition told me it would not because doubling the voltage, doubles the current, which increases the power by a factor of four.

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