The corresponding celestial configuration

              

Coordinates of  observer (north-west corner of Naga Terrace:

13.413658°

 103.864975°

Coordinates of  alleged Moon:

 13.412474 °

103.866818 °

Azimuth  of  alleged Moon (as seen from observer) = 33.270 °

Distance from observer = 238.695 m

The Moon would be located directly below the capstone of central tower, 0.54 m to the south west of tower’s centre

(0.44 m to south and 0.32 m to  west)

Angular error = 0.13°


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                 Heavenly dancing girl (« Apsara »)

                     Courtesy of Moyra Farrington

 Mean equant (centre of evection epicycle):

Coordinates  13.413768 ° N ;   103.865189 ° E

Distance from observer  =  26.148 m (15.012 phyeam)

Azimuth (as seen from observer) =  - 27.616°

Centre of “C”:

 Coordinates:13.443063° N ;  103.9227988° E

Azimuth  (as seen from observer) = -27.452°

















                     Precise trajectory of circle « C » through Angkor Wat, Bayon and Phnom Bok

  The « ancient observer of Angkor Thom » is the observer for the 22/04/967 inner planets and Sun of the Eastern Baray

  LINKS : Bayon as observer, observer of Phnom Bok, Sun of Chau Srei Vibol, Sun of Beng  Mealea

The distance between the centre of the circle and the centre of the central tower of Angkor Wat is 6942.6 m.

Now, 10 * 54 * 29.530589 cubits = 6943.91 m

With:

29.530589 days = synodic period of Moon and 1 cubit = 0.43545 m.

As Angkor Wat is a lunar temple with many sets of 54 gods and as the Khmers used the decimal system beside the sexagesimal one, we think this distance is interesting.
















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Copyright Robert Bywater & Jean-Pierre Lacroix

rab1@ancientcartography.net

jpl@ancientcartography.net

Corresponding  JAVA APPLET :

 x = - 0.11  ;  y = - 0.0538  ;  zoom = 30 000(upper tool bar)

Scale = 0.1 (lower tool bar)

Download : approx. 45 seconds with broadband connection and « Safari » browser


Corresponding  JAVA APPLET :

 x = - 0.15  ;  y =  0.08  

  zoom = 350 (upper tool bar)

Scale = 10 (lower tool bar)




Corresponding  JAVA APPLET :

 x = - 0.1  ;  y =  - 0.02

  zoom = 3000 (upper tool bar)

Scale = 1 (lower tool bar)


APPLET:

x = - 0.1128 ; y = -0. 0538

Zoom = 100000

Scale = 0.1


APPLET:

x = - 0.124 ; y = -0. 024

Zoom = 100000

Scale = 0.1



APPLET:

x = 0 ; y = 0

Zoom = 100000

Scale = 0.1


The maximum eccentricity ( c +   =  18 phyeam ) is related to the dimensions of the first gallery :

A circle having a radius of 18 phyeam  and whose centre is the capstone’s finial ( C  ) runs indeed through the inner corners of  this gallery.

There is perhaps a numerical relationship between the latter radius and the height of the central structure: according to Eleanaor Mannika, there is indeed a height of 54 cubits from the roof of the central sanctuary to the top of the tower’s finial. The same height has been measured by the latter scholar from the sacred deposit to the floor level of the central sanctuary.



Link to Full Data Sheet

Moon, April 15, 967)

Two loxodromes cross the mean lunar apsidal line on the centre of the circle « C »



- The loxodrome running through the centres of  the Phimeanakas and Takeo temples.

- The loxodrome from the ancient observer of Angkor Thom (observer of 22/04 inner planets)

to the centre of the Banteay  Samre temple.


The Munjala lunar model was designed to calculate the equation of centre and its correction but it can’t provide the real longitude of the “true” equant. It is nevertheless possible this longitude was actually observed. The intersection ( A ) of the deferent with the causeway is located on the loxodrome from the East Mebon to the observer.

 Now, the azimuth of this loxodrome (31.40° north of east) indicates possibly the location of the Moon (31.10° from Sun) when it crossed its true (real) apogee on 10 / 04 / 967, five days before the date of reference.

JAVA APPLET :

 x = - 0.11  ;  y = - 0.0538  ;  zoom = 50 000 (upper tool bar)



Corresponding  JAVA APPLET  x = - 0.1128  ;  y = - 0.0538  ;  zoom = 250000(upper tool bar)

Scale = 0.01 (lower tool bar)

Download : approx. 45 seconds with broadband connection and « Safari » browser