Should a Velocity vs. Height Graph for a Parachute Be Linear?

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Homework Help Overview

The discussion revolves around the analysis of a velocity versus height graph for a parachute experiment conducted as part of A-level coursework. The original poster expresses concern about their linear graph, questioning whether it accurately represents the expected relationship, given the influence of air resistance and terminal velocity.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss the expected shape of the graph, suggesting it should be logarithmic rather than linear. Questions arise regarding the implications of using average velocity and the effects of air drag on the results.

Discussion Status

Some participants have provided insights into the relationship between velocity and height, noting that air resistance plays a significant role in determining the graph's shape. The original poster seeks further clarification on these points and the reasoning behind the expected logarithmic curve.

Contextual Notes

The original poster mentions concerns about experimental errors and the need to achieve a specific grade, which may influence their interpretation of the results.

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Hi, I am currently doing my a-level coursework on Parachutes. I have got a set of results for my first parachute by dropping the parashute from a determined height and then timing how lond it takes to hit the ground, and thus using the v=s/t formula to calculate the average velocity.

My graph is pretty much linear! I was thinking that it would be curved - is my graph wrong?

I will attatch my graph - if it looks awful would someone be kind enough to tell/show me what it should look like (there was a lot of error in my experiment so this is why I am worrying, and I need an A)

Thank you very much.
 

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dude u are right the graph should be a log curve instead of y=x.However,u use v=s/t for ur graph.this means that u are not taking air drag into consideration so i think that should be the reason
 
semc said:
dude u are right the graph should be a log curve instead of y=x.However,u use v=s/t for ur graph.this means that u are not taking air drag into consideration so i think that should be the reason


I'm not quite sure I understnad what you are saying. So that I can try and explain this in my write up, would you please be kind enough to explain: 1) Why the graph should be a log curve? (an equation which indicates this would help a lot), 2) Why would me using the equation for average velocity lead to me gaining an anomalous graph, when what I wish to show is the average velocity again height?

Thanks again.
 
well i am not quite sure but i think u are trying to ask why the graph is a log graph but not y=x right?okay... let's say u drop a marble from the sky,the instant u release the marble,gravity will pull it down so it will accelerate down right?however there is also the air resistance which increases as velocity increases.so there will be a point where this drag balances the gravity pull meaning it does not accelerate anymore and this velocity is the terminal velocity.so you know why the velocity does not increase linearly now?
is that alright?
 
semc said:
well i am not quite sure but i think u are trying to ask why the graph is a log graph but not y=x right?okay... let's say u drop a marble from the sky,the instant u release the marble,gravity will pull it down so it will accelerate down right?however there is also the air resistance which increases as velocity increases.so there will be a point where this drag balances the gravity pull meaning it does not accelerate anymore and this velocity is the terminal velocity.so you know why the velocity does not increase linearly now?
is that alright?

Sorry, I obviously havn't explain myself very well. I just wanted someone to look at the graph and say if they thought it was the correct shape. However you are right in saying that after a certain height the graph should level of.
 
oh sry for saying so much then :-p
 

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