KRC for Comets

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  $ davinci
 
  $ davinci
 
  dv> krc()
 
  dv> krc()
 +
 +
dv> krc(bodytype = "minor", body = "Abbe", lat = 4)
  
 
== KRC Fortran Input File Example ==
 
== KRC Fortran Input File Example ==

Revision as of 22:52, 18 July 2018

List of available Comets

Contents

General advice about using KRC on Comets

When using KRC on Europa the best practice is to:

  • For KRC Davinci Interface, use "comet" as the bodytype
  • For KRC Davinci interface, use quotation marks around the bodytype and body parameter (See Command Line Example Below)
  • For additional help see the Comets section of the advanced tutorial


Orbital Information for Common Comets

All information taken from comet.tab

Tempel 2

'Tempel 2' /  1 title
1983  6 1.5355444 / TPER = time of perihelion; IYEAR, Imonth, day.decimal
190.921967 / ARGP = argument of perihelion [degrees]
119.1578879 / ODE = longitude of the node [degrees]
12.4374891 / i = inclination [degrees]
1.381403639 / q = perihelion distance [A.U.]
0.544892994 / e = eccentricity
147. 55. / RA and DEC of north pole [degrees] Sekanina via Weissmann 87mar25
24.0 / siderial day [hours]  " something near one day"


Kopff

'Kopff' / 2 title
1983  8 10.33901 / TPER = time of perihelion; IYEAR, Imonth, day.decimal
162.81426 / ARGP = argument of perihelion [degrees]
120.30735 / ODE = longitude of the node [degrees]
4.72448 / i = inclination [degrees]
1.5762734 / q = perihelion distance [A.U.]
0.5445433 / e = eccentricity
280. 70. / pole (~ normal to orbit)
24.0 / siderial day [hours]  " something near one day" 

Wild 2

'Wild 2' / 3 title
1984  8 20.1882 / TPER = time of perihelion; IYEAR, Imonth, day.decimal
40.046 / ARGP = argument of perihelion [degrees]
136.0399 / ODE = longitude of the node [degrees]
3.2737 / i = inclination [degrees]
1.494014 / q = perihelion distance [A.U.]
.55611 / e = eccentricity
275. 69. / pole ~ normal to orbit
24.0 / siderial day [hours]  " something near one day" 

Halley

'Halley ' / 4 title. Yomans IHW 26
1986   2 9.46045 / TPER = time of perihelion; IYEAR, Imonth, day.decimal
111.84345  / ARGP = argument of perihelion [degrees]
58.14250  / ODE = longitude of the node [degrees]
162.24010 / i = inclination [degrees]
.5871556 / q = perihelion distance [A.U.]
.9672618 / e = eccentricity
19.0  -27.0 / Sekenina pole       41.74286 -69.67708 / zero-obliquity pole
24.0 / siderial day [hours]  " something near one day"  

Gaspra

'Gaspra' / 6 title.  from Weissmann 1992 may 28
1992 7 19.52985 / TPER = time of perihelion; IYEAR, Imonth, day.decimal
129.12909 / ARGP = argument of perihelion [degrees]
252.65713 / ODE = longitude of the node [degrees]
4.09891 / i = inclination [degrees]
1.8254967 / q = perihelion distance [A.U.]
0.1738608 / e = eccentricity
10.2  26.2 / RA and DEC of north pole [degrees] Sekanina via Weissmann 87mar25
7.0421 / siderial day [hours]  " something near one day"


Command Line Example

$ davinci
dv> krc()
dv> krc(bodytype = "minor", body = "Abbe", lat = 4)

KRC Fortran Input File Example

Online Tool

Common Problems

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