Table 2.
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The parameters for the plasma density model, the observational frequency fobs = c/λ. |$N_0^{\mathrm{ pl},v}$| is the volume density of power-law model at |$R_0^{\mathrm{ pl},v}$|⁠.

fobs|$N_0^{\mathrm{ pl},v}$||$R_0^{\mathrm{ pl},v}$||$N_0^{\mathrm{ exp}}$|
375  MHz|$10^{-3}\, \mathrm{cm^{-3}}$|10  kpc|$500\, \mathrm{pc\, cm^{-3}}$|
fobs|$N_0^{\mathrm{ pl},v}$||$R_0^{\mathrm{ pl},v}$||$N_0^{\mathrm{ exp}}$|
375  MHz|$10^{-3}\, \mathrm{cm^{-3}}$|10  kpc|$500\, \mathrm{pc\, cm^{-3}}$|
Table 2.
Open in new tab

The parameters for the plasma density model, the observational frequency fobs = c/λ. |$N_0^{\mathrm{ pl},v}$| is the volume density of power-law model at |$R_0^{\mathrm{ pl},v}$|⁠.

fobs|$N_0^{\mathrm{ pl},v}$||$R_0^{\mathrm{ pl},v}$||$N_0^{\mathrm{ exp}}$|
375  MHz|$10^{-3}\, \mathrm{cm^{-3}}$|10  kpc|$500\, \mathrm{pc\, cm^{-3}}$|
fobs|$N_0^{\mathrm{ pl},v}$||$R_0^{\mathrm{ pl},v}$||$N_0^{\mathrm{ exp}}$|
375  MHz|$10^{-3}\, \mathrm{cm^{-3}}$|10  kpc|$500\, \mathrm{pc\, cm^{-3}}$|
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