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#One-Planet-at-a-Time

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Submitted: October 18, 2012
Image Size: 43.6 KB
Resolution: 1152×788

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Anurakby ~Dragontunders

Digital Art / Other / Other

Anurak

Part of the project one-planet-at-a-time
Rad: 5985 km
Anurak is a temperate planet located at 0.5 AU in a star type K3. The planet has an average temperature of 290 K, which allows you to have hot extensive forests across continents. It has four moons, three small and one large. The planet is inhabited by a race called the planet like anuraki, bipedal organisms descended from beings gliders

*Ninja-Sonic-Xenogeny Nov 1, 2012 Hobbyist Digital Artist

That's amazing and it looks so cool.

~Dragontunders Nov 2, 2012

Thanks you.

~Solifugus Oct 20, 2012 Hobbyist General Artist

Esto es increíble. ¿Cómo lo hiciste?

~Dragontunders Oct 21, 2012

Gracias. utilize un programa llamado celestia.

~Solifugus Oct 21, 2012 Hobbyist General Artist

Pero que programa usaste para la textura?

~Dragontunders Oct 22, 2012

Photoshop

~desuran Oct 20, 2012 Professional General Artist

Looks good.

~Dragontunders Oct 21, 2012

thanks you

~DreamingHero Oct 20, 2012 Hobbyist General Artist

Lovely work,how did you do that

I ould use some advice,Your planet looks o nice and i like its description too

~Zerraspace Oct 20, 2012

The texture is a bit bland, but other than that the piece is very well done. I especially like how you did your shadow - your planet fades perfectly into the black background and the light from the atmosphere slows peters away.

By the way, 273 K is 0 Celsius, so an average temperature of 260 K would correspond to -13 Celsius, or below freezing. To have widespread hot extensive forests would require huge temperature differences across the planet, resulting in a need for similar spans of much colder areas to balance out the vast heated ones. I don't see any ice on this world, so I doubt this is actually the case. You would do better off with an average temperature of 290 or even 300 K (17 and 27 Celsius respectively), particularly if there is little temperature deviation across the surface.

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