Warning

 

Close
Confirm Action

Are you sure you wish to do this?

Cancel Confirm
AR15.COM
7/13/2006 9:36:53 PM EDT
I really want to buy this model rocket that launches eggs.

Egg Rocket

Well the rocket can use 4 different kinds of engines.  Not all of the engines have the same power, so I know they cant all launch it to the same altitude..the max being about 610 feet.

Is there a formula to calculate how high the rocket will go if I have the amount of thrust and the weight of the payload?

The weakest engine has 2.7 lbs of thrust and the strongest has 5.6 lbs of thrust.
7/13/2006 9:39:17 PM EDT
[#1]
sounds like you need the ballistic trajectory equation

or you could use the rocket equation my.execpc.com/~culp/rockets/rckt_eqn.html#Method
7/13/2006 9:49:22 PM EDT
[#2]
This linkwill show you why you dont want a forumla, rather a nice little tool.

This link will solve your issue if you can figureout which motor u are using.

In addition your motor produces that force for how long?  Time is a big factor in that formula you are looking for.

unless by lbs of thrust you mean newton seconds

Also dont kill your self.  I just bought the one the guy at the store pointed me too;)

This may also help. NAR

7/13/2006 9:52:26 PM EDT
[#3]
Lol my point exactly.  Not an easy calc for most avg joes.  My self included.


Quoted:
sounds like you need the ballistic trajectory equation

or you could use the rocket equation my.execpc.com/~culp/rockets/rckt_eqn.html#Method
7/13/2006 9:54:16 PM EDT
[#4]

Quoted:
Lol my point exactly.  Not an easy calc for most avg joes.  My self included.


Quoted:
sounds like you need the ballistic trajectory equation

or you could use the rocket equation my.execpc.com/~culp/rockets/rckt_eqn.html#Method


I could do it, I just dont want to..  Tired that and I get paid to do rocket science these days
7/13/2006 9:56:33 PM EDT
[#5]

In addition your motor produces that force for how long? Time is a big factor in that formula you are looking for


Total impulse = N. sec = 30.00

Thrust duration in Sec. = 2.8

Max thrust in newtons = 25.0