diff --git a/HW2/README.html b/HW2/README.html index 078c879..1e1563a 100644 --- a/HW2/README.html +++ b/HW2/README.html @@ -65,11 +65,11 @@
\(E_{total}(\Delta x)=E_{LJ}(x_{0}+\Delta x)-F\Delta x\).
-Where \(x_{0}\) is the distance between atoms with no force applied and is the amount each gold atom has moved under a given force, F.
+Where is the distance between atoms with no force applied and is the amount each gold atom has moved under a given force, F.
Determine when F=0 nN using the golden ratio and parabolic methods. Show your script and output in your README and include your functions
Solve for is the amount each gold atom has mov for F=0 to 0.0022 nN with 30 steps. *Use the golden ratio solver or the matlab/octave fminsearch
create a sum of squares error function sse_of_parabola.m
that calculates the sum of squares error between a function \(F(x)=K_{1}\Delta x+1/2K_{2}\Delta x^{2}\) and the Forces used in part B for each .
create a sum of squares error function sse_of_parabola.m
that calculates the sum of squares error between a function \(F(x)=K_{1}\Delta x+1/2K_{2}\Delta x^{2}\) and the Forces used in part B for each .
Use the fminsearch
matlab/octave function to determine .
Plot the force vs calculated and the best-fit parabola using in part d.