What kind of math do I include in THIS?

  • Thread starter Ashleyz
  • Start date
In summary, the conversation is about a problem involving a rocket on a ramp and determining the specific type of differential equation needed to solve it. The problem involves the rocket starting from rest and using propellant at a constant rate until it burns out, at which point it becomes a projectile. The individual asking for help has not studied differential equations before and is looking for guidance on which section to refer to in order to solve the problem. They clarify that they are seeking understanding and not just a copy and paste solution. The problem involves conservation of momentum and the individual is unsure if they need to include a differential equation, and if so, what type. They mention that the first part of the problem, involving the changing mass of the propellant,
  • #1
Ashleyz
16
0
Here is the problem. The only help I need with this is
to determine the SPECIFIC type of defferential equations to use.
(if any at all)
i.e, 1st ODE's, ect.

A rocket starts from rest on a ramp.

Its propellant is consumed at a constant rate for a certain time.

The propellent burns out after a certain time.

Now the rocket is a projectile. It will land due to gravity at a certain D (distance) from ramp.
 
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  • #3
This site is great, but I have never studied Diff. Eq. and need
to know what section I need to look at in order to solve the problem.

I need to understand, not copy and past.
 
  • #4
Why not post your problem in more detail, and show us how far you've gotten and where you're stuck?
 
  • #5
Read my first post.

This is a problem I am putting together(it is not homework) and need help only on
deciding if I need to include a differential equation.
If I do, then what kind? I have never taken a class on D.E's, so need help narrowing down what type.

The problem is conservation of momentum, and I am only working with variables at first.

The first part is the hard part, as the M(mass) of the P(propellent) is changing with time.
-this is the part that I believe I may need to include some ODE's.

I have made the 2nd part to this problem easy, bc the fuel runs out, and now we are dealing with an easy projectile.
 

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