I have a list that contains sublists with 3 values and I need to print out a list that looks like:
I also need to compare the third column values with eachother to tell if they are increasing or decreasing as you go down.
bb = 3.9
lowest = 0.4
#appending all the information to a list
allinfo= []
while bb>=lowest:
everything = angleWithPost(bb,cc,dd,ee)
allinfo.append(everything)
bb-=0.1
I think the general idea for finding out whether or not the third column values are increasing or decreasing is:
#Checking whether or not Fnet are increasing or decreasing
ii=0
while ii<=(10*(bb-lowest)):
if allinfo[ii][2]>allinfo[ii+1][2]:
abc = "decreasing"
elif allinfo[ii][2]<allinfo[ii+1][2]:
abc = "increasing"
ii+=1
Then when i want to print out my table similar to the one above.
jj=0
while jj<=(10*(bb-lowest))
print "%8.2f %12.2f %12.2f %s" %(allinfo[jj][0], allinfo[jj][1], allinfo[jj][2], abc)
jj+=1
here is the angle with part
def chainPoints(aa,DIS,SEG,H):
#xtuple x chain points
n=0
xterms = []
xterm = -DIS
while n<=SEG:
xterms.append(xterm)
n+=1
xterm = -DIS + n*2*DIS/(SEG)
#
#ytuple y chain points
k=0
yterms = []
while k<=SEG:
yterm = H + aa*m.cosh(xterms[k]/aa) - aa*m.cosh(DIS/aa)
yterms.append(yterm)
k+=1
return(xterms,yterms)
#
#
def chainLength(aa,DIS,SEG,H):
xterms, yterms = chainPoints(aa,DIS,SEG,H)# using x points and y points from the chainpoints function
#length of chain
ff=1
Lterm=0.
totallength=0.
while ff<=SEG:
Lterm = m.sqrt((xterms[ff]-xterms[ff-1])**2 + (yterms[ff]-yterms[ff-1])**2)
totallength += Lterm
ff+=1
return(totallength)
#
def angleWithPost(aa,DIS,SEG,H):
xterms, yterms = chainPoints(aa,DIS,SEG,H)
totallength = chainLength(aa,DIS,SEG,H)
#Find the angle
thetaradians = (m.pi)/2. + m.atan(((yterms[1]-yterms[0])/(xterms[1]-xterms[0])))
#Need to print out the degrees
thetadegrees = (180/m.pi)*thetaradians
#finding the net force
Fnet = abs((rho*grav*totallength))/(2.*m.cos(thetaradians))
return(totallength, thetadegrees, Fnet)