Maxwell–Jüttner distribution
Probability distribution in statistical mechanics
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Maxwell–Jüttner distribution
Summary
Maxwell–Jüttner distribution ranks in the top 2% of general entities by monthly Wikipedia readership (46 views/month).[1]
Key Facts
- Maxwell–Jüttner distribution's subclass of is recorded as continuous probability distribution[2].
- Maxwell–Jüttner distribution's Freebase ID is recorded as /m/0x10b1v[3].
- Maxwell–Jüttner distribution's defining formula is recorded as f(\gamma)=\frac{\gamma\sqrt{\gamma^2-1}\beta mc^2}{K_2(\beta mc^2)}\exp\left(-\gamma\beta mc^2\right)[4].
- Maxwell–Jüttner distribution's schematic is recorded as Plot showing Maxwell-Juttner distribution (relativistic Maxwellian) for electron gas at different temperatures.png[5].
- Maxwell–Jüttner distribution's maintained by WikiProject is recorded as WikiProject Mathematics[6].
- Maxwell–Jüttner distribution's Microsoft Academic ID is recorded as 2777766706[7].
- Maxwell–Jüttner distribution's in defining formula is recorded as \gamma[8].
- Maxwell–Jüttner distribution's in defining formula is recorded as K_2[9].
- Maxwell–Jüttner distribution's in defining formula is recorded as \beta[10].
- Maxwell–Jüttner distribution's in defining formula is recorded as m[11].
- Maxwell–Jüttner distribution's in defining formula is recorded as c[12].
- Maxwell–Jüttner distribution's in defining formula is recorded as f[13].
Why It Matters
Maxwell–Jüttner distribution ranks in the top 2% of general entities by monthly Wikipedia readership (46 views/month).[1]