We draw the FBD. Friction is up, mg is down. normal is perpendicular to the glass and the Fe is inward to the glass. |
Plus charges on the side of the glass, negative on the other side of the balloon. |
We then had a Active physics lab. We had to find the force the charge would repeal the ball.
We found Tension and the change of theta. F = mgtan(arcsin(dx/L) |
We fitted the equation to be F =AR^-2. Where A is a constant and R is radius. A = 0.1421. |
The second fit equation, A = .1204 B = -1.934. |
q = 1.56 * 10^-15C. The percent error was 3.3%. And the graph plotted showed a 1/r^2 similarity. |
The last part of the lab was how charges interact with one another. We applied Coulombs' Law.
Some work was erased. But we found the F = -13.5*10^-6 N and the r vectors <-4.26*10^-6 N, -12.80*10^-6 N>. |
Prof. Mason then did some demonstration with Van de Graaf Generator. To show the power of electrostatice force. Unfornuatley the video and pictures are missing.
Prof. Mason then demonstrated the Lighting Ball sphere. Again the video and pictures are missing.
We did some Active Physics problem to relate electric and charges in different situations.
White board work, we found K to 8.99*10^9. We divided Fg/Fe |
We found Fe = 4.2*10^42. Much much much bigger then Fg. |
We talked about electrostatic force, had an example of the balloons sticking the the glass. Drew a FBD of the balloon.
Found an expression for F for the Active Physics lab. Plotted how the chrage ball would displace the other. Fitted equations that would find the constants A and B. Found that the experiments follows the behavior of 1/r^2. Our error for the experiment was 3.3%. Found the q to be 1.56*10^-15 C. Found the F to be -13.5*10^-6 N. And the r vectors <-4.26*10^-6 N, -12.80*10^-6 N>.
Then Prof. Mason Demonstrated Van de Graaf Generator and the Lighting Ball Sphere. Pictures and Video missing. :(
We then lastly worked out how Fg compared to Fe. Fe is much much much bigger than Fg.
Fe = 4.2*10^42.
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