Home
Posted By: JohnMoses Question for Log Cutter - 10/12/12
[Linked Image]
Posted By: deflave Re: Question for Log Cutter - 10/12/12
The answer is Remington 700.


Travis
Posted By: 7 STW Re: Question for Log Cutter - 10/12/12
Hopefully Lee24 will chime in with his versions of the answer
Posted By: Powerguy Re: Question for Log Cutter - 10/12/12
69
Posted By: Kenneth Re: Question for Log Cutter - 10/12/12
77, you get ate eight more...
Posted By: huntsonora Re: Question for Log Cutter - 10/12/12
He won't "no" the answer
Posted By: Kenneth Re: Question for Log Cutter - 10/12/12
How old are you?

How many equations have you solved?
Your mean, aksing that in a form hes band frum.
Posted By: NH K9 Re: Question for Log Cutter - 10/13/12
Originally Posted by Kenneth
How old are you?

How many equations have you solved?


Until you've solved 36 equations utilizing the same formula you don't have a proper reference point......

George
Posted By: Kenneth Re: Question for Log Cutter - 10/13/12
I miss Jayco....... blush
Posted By: jwall Re: Question for Log Cutter - 10/13/12
Originally Posted by Kenneth
I miss Jayco....... blush



Like a boil on the butt. smirk
Posted By: sactoller Re: Question for Log Cutter - 10/13/12
Originally Posted by jwall
Originally Posted by Kenneth
I miss Jayco....... blush



Like a boil on the butt. smirk


Yep!
Posted By: DigitalDan Re: Question for Log Cutter - 10/13/12
Writing X = {U, V, W, P, Q, R, F, Q, Y}, we can write the complete equations of motion out in component form as:

m du/dt = Fx - m Q W + m R V
m dv/dt = Fy - m R U + m P W
m dw/dt = Fz - m P V + m Q U

Ixx dP/dt - Ixz dR/dt - Ixy dQ/dt = L + Iyz (Q2 - R2) + Ixz PQ - Ixy RP + (Iyy-Izz) QR
Iyy dQ/dt - Ixy dP/dt - Iyz dR/dt = M + Ixz (R2 - P2) + Ixy QR - Iyz PQ + (Izz-Ixx) RP
Izz dR/dt - Iyz dQ/dt - Ixz dP/dt = N + Ixy (P2 - Q2) + Iyz RP - Ixz QR + (Ixx-Iyy) PQ

dF/dt = P + Q sinF tanQ + R cosF tanQ
dQ/dt = Q cosF - R sinF
dY/dt = Q sinF secQ + R cosF secQ

Or in matrix form:
[A] X = f(X)

Smoke it or stuff it as you see fit.
Posted By: smokepole Re: Question for Log Cutter - 10/13/12
Who here has solved more equations than ray atkinson?
Posted By: DigitalDan Re: Question for Log Cutter - 10/13/12
Really?
© 24hourcampfire