Physics

Conservation of Energy

Physics·Predicted 2026

Non-conservative Forces — Predicted 2026

NEET UG
Version 1Updated 22 Mar 2026

AI-Predicted Question Angles for UPSC 2026

Based on trend analysis, current affairs, and recurring themes in Non-conservative Forces.

Combined Conservative and Non-Conservative Forces on Complex Paths

high

NEET often tests the application of energy conservation in scenarios where both conservative (gravity, spring) and non-conservative (friction, air resistance) forces are present. A question might involve an object sliding down a curved track with friction, or a block compressing a spring on a rough surface. Students would need to correctly account for changes in potential energy, work done by the spring, and work done by friction using the generalized Work-Energy Theorem. This tests a comprehensive understanding of energy principles.

Power Dissipation in Real-World Scenarios

medium

Questions on power dissipated by non-conservative forces, especially in situations like terminal velocity, constant speed motion against resistance, or braking, are likely. These problems require understanding that power is the rate of energy transformation ($P = F \cdot v$) and relating it to the work done by non-conservative forces. The difficulty can be increased by asking for average power over a changing velocity interval, though instantaneous power is more common.

Conceptual Questions on Energy Transformation and Total Energy

high

Beyond simple definitions, NEET might pose questions that delve into the deeper implications of non-conservative forces on the total energy of the universe versus the mechanical energy of a system. Questions could ask about the ultimate fate of 'lost' mechanical energy (e.g., conversion to thermal energy) or challenge the misconception that energy is destroyed. This tests a robust conceptual understanding rather than just formula application.

Inelastic Collisions and Internal Non-Conservative Forces

low

While typically covered under collisions, the 'loss' of kinetic energy in inelastic collisions is due to internal non-conservative forces causing deformation and heat. A question could explicitly link this energy loss to the work done by these internal forces, requiring students to understand that kinetic energy is not conserved, but total energy is. This is a slightly more advanced conceptual link.

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