Effective Use of Pulleys?
In a factory, a 5 kg load is lifted using a pulley system consisting of a single movable pulley with a force of 50 N applied at an angle of 30° to the horizontal. How does the use of a pulley system in this scenario affect the efficiency of the work done in lifting the load compared to lifting it manually without a pulley?
1 Answer
📌 CONCEPT: The use of a pulley system in lifting a load reduces the effort required, increasing the efficiency of work done, but may also introduce additional energy loss due to friction and mechanical advantage limitations.
📐 RULE / FORMULA: The mechanical advantage of a pulley system is given by the ratio of the effort applied to the load lifted, which can be expressed as MA = F / P, where F is the force applied and P is the weight of the load.
💡 WORKED EXAMPLE: A 5 kg load is lifted using a pulley system with a force of 50 N applied at an angle of 30° to the horizontal. The force applied (F) is 50 N and the weight of the load (P) is 5 kg × 10 m/s^2 = 50 N. The mechanical advantage (MA) is MA = F / P = 50 N / 50 N = 1, indicating no mechanical advantage. However, if the force applied is reduced to 40 N, the mechanical advantage becomes MA = F / P = 40 N / 50 N = 0.8, showing an improvement in efficiency.
⚠️ COMMON MISTAKE: Students often overlook the additional energy loss due to friction and mechanical advantage limitations when using a pulley system, leading to an overestimation of its efficiency benefits.
14 Sept 26
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