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Published byJason Morgan Modified over 6 years ago
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Whiteboard Grading Readability (size, neatness, color)
Organization (flow of work) Physics (general eqns, diagram, units) Presentation (does presenter know what the group did on the board) On task (during preparation time, presentation time)
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Ft FN Ft Fg Fg 3rd Law Pair on hanging mass on cart by track by cart
by hanging mass Fg on hanging mass by Earth Fg on cart by Earth
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Fg hanging OR Fg hanging on system by Earth on system
Dot represents BOTH cart and hanging mass
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What if there is friction?
Fg hanging on system by Earth Ffk cart on system by track OR Ffk cart on system by track Fg hanging on system by Earth
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Mass of glider: 0.3 kg Hanging mass: 0.05 kg Friction = 0.1 N Calculate the acceleration of the cart/mass system. Calculate the tension in the string.
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Fg hanging Ffk cart Fg hanging Ffk cart πΉ π = 9.8 π ππ 0.05 kg =0.49N
on system by Earth Ffk cart by track Fg hanging on system by Earth Ffk cart by track πΉ π = 9.8 π ππ kg =0.49N πΉ π = β9.8 π ππ kg =β0.49N πΉ ππ =β0.1N πΉ ππ =0.1N π= πΉ πππ‘ π = 0.49πβ0.1π 0.3ππ+0.05ππ = 0.39π 0.35ππ =1.1 π π 2 π= β0.49π+0.1π 0.3ππ+0.05ππ = β0.39π 0.35ππ =β1.1 π π 2
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Now how do we calculate the tension in the string?
Why canβt we use the force diagrams we just used?
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Ft FN Ffk Ft Fg Fg 3rd Law Pair on hanging mass on cart by track
by cart 3rd Law Pair Ffk on cart by track Ft on cart by hanging mass Fg on hanging mass by Earth Fg on cart by Earth
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FN Ffk Ft Fg π= πΉ ππ + πΉ π π ππππ‘ 1.1 π π 2 = β0.1π+ πΉ π 0.3ππ
π= πΉ ππ + πΉ π π ππππ‘ FN on cart by track 1.1 π π 2 = β0.1π+ πΉ π 0.3ππ Ffk on cart by track Ft on cart by hanging mass 0.33ππ π π 2 =β0.1π+ πΉ π 0.43π= πΉ π Dot represents JUST the cart Fg on cart by Earth
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Ft Fg π= πΉ π + πΉ π π βππππππ β1.1 π π 2 = β0.49π+ πΉ π 0.05ππ
on hanging mass by cart π= πΉ π + πΉ π π βππππππ 0.435π= πΉ π β1.1 π π 2 = β0.49π+ πΉ π 0.05ππ Dot represents JUST the hanging mass β0.055ππ π π 2 =β0.49π+ πΉ π β0.49π= πΉ π Fg on hanging mass by Earth 0.435π= πΉ π
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