Projectile Motion: Force vs. Time and Impulsive Force Analysis

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Homework Help Overview

The discussion revolves around the analysis of a projectile's motion, specifically focusing on the impulsive force and the force versus time graph for a projectile launched at an angle. The context includes assumptions of no air resistance and a flat Earth model.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants explore the nature of the impulsive force acting on a projectile and question the characteristics of the force versus time graph. There are inquiries about the constancy of forces acting on the projectile and the implications of different scenarios, such as collisions.

Discussion Status

The discussion is active, with participants raising specific questions about the forces involved and seeking clarification on the nature of the impulse in different contexts. Some guidance has been offered regarding the assumptions made, but there is no explicit consensus on the interpretation of the force versus time graph.

Contextual Notes

Participants note the importance of specifying the scenario being analyzed, particularly in relation to the forces being calculated and the assumptions regarding the projectile's motion.

leykis101
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A projectile is fired with speed v at an angle with respect to the horizontal. Assume no air resistance. The projectile returns to the same level and it has a range R and altitude H.

Whats the impulsive force in the case of the projectile? what does the F vs. t for the projectile look like?
 
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leykis101 said:
what does a force versus time graph look like for a projectile?

Can you be more specific? If you just mean an object in the air here on Earth, neglecting wind resistance, the force is always the same; gravity pulls down. Constantly. So... is the answer you want just "a flat line"? Surely you wanted more than that.
 
Typically impulses are used with inelastic collisions, such as a projectile hitting another object and indenting it somewhat. For example, imagine dropping a golf ball into a bowl of sand.

Please be more specific as to which forces you are trying to calculate. If it is a homework problem, post the whole question.
 
Assuming a flat Earth here (R small compared to Earth's radius). Speed v, and angle of initial launch can be determined from maximumum height H and range R.

The force depends on how long it takes to go from speed 0 to speed v and the mass of the projectile. The simplest case would be an idealistic constant force "cannon".
 

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