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Oja padam Rinam means if Mean Longitude fall in Odd Quadrants , the value should be minussed. Yugma Padam Dhanam means that if Mean Longitude, Graha Madhyamam, falls in even Quadrants, value should be plussed.

**** Computation of Chyuthi Samskaram = Manda Kendra = Madhyamam – Mandochha ****
**** Approximation to Theta, the True Anomaly

y = year(ctod(mdate))-1899
t = y/100

e = .01675134-0.0000004180*y
R = 206265
mdk = (apk+180)%360

a = R(2e)
b = R(1/4)e^3
c = R1

d = R2

h = R3 j = R4

l = R5

m = R6

mjyavk =(a-b+c)sina +(d-f+g)sin2a + (h-i)sin3a + (j-k)sin4a + (l sin5a) +(msin6a)
suy = abs(mjyavk/60)

sdiff = suy/60

Computation of Ravi Mandakarna, heliocentric distance *

**** Approximation to r, the radius vector *

smaxis = 10000

rv1 = (1+(1/2)e^2) rv2 = e (1 – (3/8)*e^2) * cos(dtor(mdk))
rv3 = .5*e^2 * ( 1- (2/3)* e^2 )* cos(dtor(2mdk)) rv4 = (3/8) e^3* cos(dtor(3mdk)) rv5 = (1/2)e^4cos(dtor(4mdk))

rmk = smaxis* (rv1 – rv2 – rv3 – rv4 – rv5)

if apk > 180
rsp = np + sdiff
else
rsp = np -sdiff
endif

rsp = rsp % 360

ncrsp = (rsp – ayd)%360

  1. 5/96)e**5)
    sina = sin(dtor(mdk[↩]
  2. 5/4)e^2)
    f = R((11/24)e^4)
    g = R((17/192)e^5)
    sin2a = sin(dtor(mdk*2[↩]
  3. 13/12)e^3)
    i = R((43/64)e^5)
    sin3a = sin(dtor(mdk3[↩]
  4. 103/98)e^4) k = R((451/480)e^6) sin4a = sin(dtor(mdk4[↩]
  5. 1097/960)e^5)
    sin5a = sin(dtor(mdk*5[↩]
  6. 1223/960)e^6)
    sin6a = sin(dtor(mdk*6[↩]
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