Grannus - LouisB3/Grannus-Expansion-Pack GitHub Wiki

Grannus

Description

As long as Kerbalkind has known the light they have known about a red glimmer that hung in the sky and to this day dances with the Sun and Kerbin. They have always found it irresistible to point lenses at and use in stories. One great question has been asked through time, though. Is Grannus the sole holder of a barren system, or like everything else around the Sun, is it also a bearer of great surprises?

If GEP_Primary is installed:

Among the billions of stars in the local galaxy, Grannus at first appears to be nothing special. It is the most common type of star, a red dwarf, making it neither large, nor bright, nor impressive in any way. But to an intelligent race of beings, the Kerbals, living on a rocky planet 2.5 million kilometers away, it is the sole provider of life-giving energy. This indeed makes Grannus a very special star.

Notes

Parameters

Bulk parameters
Classification Star, red-dwarf
Spectral class M2V
Radius 30,170 km
Mass 9.54944×10^27 kg
Gravitational parameter 6.37338×10^17 m^3/s^2
Mean density 83,020 kg/m^3
Surface gravity 71.4 g
Escape velocity 205,547 m/s
Luminosity 1.03012×10^23 W
Absolute magnitude 8.7
Surface temperature 3,550 K
Planets Taranis, Toutatis, Nodens, Sucellus, Sirona, Epona, Cernunnos
Orbital & rotational parameters
Semimajor axis 2,000,000,000 km
Perihelion 1,200,000,000 km
Aphelion 2,800,000,000 km
Orbit eccentricity 0.4
Orbit inclination
Longitude of ascending node 130°
Argument of periapsis 20°
Sidereal orbit period 1,710.6 years
Mean orbital velocity 798 m/s
Sidereal rotation period 360 hours
Synchronous orbit altitude 2,974,107 km
Sphere of influence 500,000,000 km
Atmosphere
Overall height 400,000 m
Pressure 0.1 atm datum
Temperature range 2,600-6,000 K
Mean molecular weight 1.3 g/mol
Composition 90% H, 10% He
  • Days based on Kerbin solar day of 6 hours.
  • Years based on Kerbin year of 426 six-hour days (2,556 hours total).
  • Ecliptic plane for Grannus is defined by the plane containing Nodens’ orbit.