How does gravity grow through acceleration.

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Homework Help Overview

The discussion revolves around understanding the relationship between acceleration and the sensation of gravitational force, specifically in the context of accelerating in space at high speeds. Participants explore how to quantify the experience of 'g's during acceleration.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • Participants suggest using Newton's second law to find the relationship between acceleration and 'g's. There are discussions about unit conversion and how to properly interpret the original question regarding acceleration at different speeds. Some participants question the relevance of velocity in relation to the sensation of 'g's.

Discussion Status

The conversation includes various interpretations of the problem, with some participants providing guidance on unit conversion and others emphasizing the distinction between acceleration and velocity. There is no explicit consensus, but multiple lines of reasoning are being explored.

Contextual Notes

Some participants note potential misunderstandings in the original post regarding units and the nature of acceleration versus velocity. The title of the thread is also critiqued for being misleading in its phrasing.

Arian
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If I am accelerating, in space, 3000 mph every hour, how many G's do I feel?

at 10,000 mph?
 
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Use Newton's second law and find out.
 
Hootenanny said:
Use Newton's second law and find out.
It's:
[tex]F=ma[/tex]
If you don't know
(which you probally do know just wanted to make sure)
 
Last edited:
Nah, it's just a unit-conversion problem. One "G" equals 9.8 m/sec^2 (m/sec per second) or 32 ft/sec^2 (ft/sec per sec). So he needs to convert 3000 mi/hr per hr to whichever units are more convenient for him.

If he's rusty on unit conversions, he might want to do it one step at a time, starting for example with

3000 mi/hr per hr = (3000 * 5280) ft/hr per hr
 
Why would it matter how many 'g's you feel at 10000 mph? It would be the same as at 0 mph because 'g's is a measure of acceleration not velocity.
 
Mindscrape said:
Why would it matter how many 'g's you feel at 10000 mph? It would be the same as at 0 mph because 'g's is a measure of acceleration not velocity.
If you look at the post he/she says 300mph per hour, which is an acceleration. However, he/she later says 10 000mph, but I think they simply forgot to add the 'per hour':smile:
jtbell said:
Nah, it's just a unit-conversion problem
Yeah, I've realized that, I only half read the post tbh.
 
Arian said:
If I am accelerating, in space, 3000 mph every hour, how many G's do I feel?
About 4% of a g

at 10,000 mph?
About 13% of a g
 
Use Einstein's second law, F=ma
 
Caesar_Rahil said:
Use Einstein's second law, F=ma
:eek: :confused:
 
  • #10
By the way, the title of this thread, "How does gravity grow through acceleration", is very misleading! "g"s are a measure of acceleration. "Gravity" does not change "through acceleration"!
 
  • #11
Yeah - this is a unit conversion question first, then simply a division by 9.8 second.

Newton's theory of genial relativity, innit :wink: :-p
 
  • #12
Wasn't Einstein's second law never wear the same pair of socks simultaneously?
 
  • #13
Caesar_Rahil said:
Use Einstein's second law, F=ma

Uh, wow :bugeye:
 
  • #14
Caesar_Rahil said:
Use Einstein's second law, F=ma

Newton, Einstein, whatever - they're all eggheads. Can't tell em apart.

You! Beer-stein! Do my homework or I'll stuff your head in the toilet!
 
  • #15
Thank you Janus, that is what I wanted to know,
I already know f = ma.
 
  • #16
Arian said:
Thank you Janus, that is what I wanted to know,
I already know f = ma.
You wanted to know the answer, not how to do the question??
 
  • #17
Well, yes, If you can tell me in an understanable way, with exaples...

But with the answers I was given I will be able to deduce more answers by using simple algebra.
 
  • #18
His point is that you specifically thanked Janus, whose answer consisted entirely of
About 4% of a g
and
About 13% of a g
which gives no explanation at all!
 
  • #19
I don't need to know the way you got it if I can find more answers from two.
 
  • #20
Arian is trying to learn how to write ...
by knowing that periods go just before Capital letters.
 

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