Let
To eliminate
The nonlinear term
Then wedge with
This is an equation with three unknowns so pick three combinations for
Let
To eliminate
The nonlinear term
Then wedge with
This is an equation with three unknowns so pick three combinations for
Hello! thanks for sharing! May I ask for some help with the 3rd formula? I'm not sure what was subtracted, and from where? And where the 'j' term comes from. Apologies if this is a silly question! Thanks again!
@abroy77 copy the second formula putting j
instead of i
, then subtract the original one with the i
from it.
This is done to get rid of the nonlinear term
Hi! sorry for another question:
Should the first formula be
p - p_i - t x (v_i - v) = 0
Or is the original order correct because of the cross product with 't'. I'm also confused why there's a cross product with 't' since 't' is a scalar?
@abroy77 I just mean multiplication, it's given the same symbol as the cross product.
Ambivalence like this is an antipattern since you have to know the arguments to deduce the operator.
Yes. This was cancelled out by another error in my code. 🤭