Calimero Messages 258 Reaction score 0 Thread starter Oct 1, 2011 #1 What is the ratio of energy contained in photons vs energy contained in neutrions in the present universe? Also, how is that ratio changing with time? Thanks.
What is the ratio of energy contained in photons vs energy contained in neutrions in the present universe? Also, how is that ratio changing with time? Thanks.
nicksauce Science Advisor Homework Helper Messages 1,270 Reaction score 8 Oct 2, 2011 #2 The ratio is, assuming massless neutrinos, [tex]\frac{\rho_{\gamma}}{\rho_{\nu}} = \frac{21}{8}\left(\frac{4}{11}\right)^{4/3}[/tex] or, approximately, 0.68. The number won't change with time, since both are evolving as free radiation, [itex]\rho\sim a^{-4}[/itex].
The ratio is, assuming massless neutrinos, [tex]\frac{\rho_{\gamma}}{\rho_{\nu}} = \frac{21}{8}\left(\frac{4}{11}\right)^{4/3}[/tex] or, approximately, 0.68. The number won't change with time, since both are evolving as free radiation, [itex]\rho\sim a^{-4}[/itex].
Drakkith Mentor Messages 23,212 Reaction score 7,700 Oct 3, 2011 #4 nick, how much does that change assuming neutrino's have mass?
nicksauce Science Advisor Homework Helper Messages 1,270 Reaction score 8 Oct 4, 2011 #5 Drakkith said: nick, how much does that change assuming neutrino's have mass? The usual expression is in terms of [itex]\Omega[/itex] is, I think, [tex]\Omega=\frac{m_{\nu}}{94h^2eV}[/tex] I'm not sure what people think the masses are these days.
Drakkith said: nick, how much does that change assuming neutrino's have mass? The usual expression is in terms of [itex]\Omega[/itex] is, I think, [tex]\Omega=\frac{m_{\nu}}{94h^2eV}[/tex] I'm not sure what people think the masses are these days.