Gravitational Field Strength of 1

AI Thread Summary
To achieve a gravitational field strength of 1 Newton per kilogram, the correct approach involves using the formula for gravitational field strength, which is derived from Newton's law of universal gravitation. The discussion highlights the need to clarify the distinction between force and gravitational field strength, emphasizing that the latter is calculated by dividing the gravitational force by mass. Participants suggest substituting the values into the appropriate equation and adjusting for the units to derive the necessary masses and distance. Understanding these concepts is crucial for solving the problem effectively. The conversation underscores the importance of using the right formula to find the desired gravitational field strength.
Einstein's Cat
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To note this is not for any piece of homework. Anyway, what possible masses and a distance between them are required for there to be a gravitational field strength of 1 Newtons per kilograms, when these figures are put into Newton's equation of

F= G (m1 * m2 / r sqaured)

Many thanks!
 
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Einstein's Cat said:
To note this is not for any piece of homework. Anyway, what possible masses and a distance between them are required for there to be a gravitational field strength of 1 Newtons per kilograms, when these figures are put into Newton's equation of

F= G (m1 * m2 / r sqaured)

Many thanks!
What are your thoughts on how to figure this out?
 
berkeman said:
What are your thoughts on how to figure this out?
That's the issue; I'm not sure how to.
One could substitute 1 into Newton's equation and get

1 = G (m1 * m2 / r sqaured)
Any help would be very much appreciated
 
The formula you wrote is for the force not for gravitational field strength. So a first thought may be to use the right formula.
 
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Expanding on nasu's comment, what would you need to do to go from an equation in Newtons to an equation in Newtons per kilogram.
 
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