courses:ast403:general-characteristics
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| courses:ast403:general-characteristics [2026/02/21 07:22] – [2. Spectral Energy Distribution (SED)] shuvo | courses:ast403:general-characteristics [2026/03/01 20:46] (current) – shuvo | ||
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| - | //Radio Galaxies//: These systems are characterized by powerful radio lobes and relativistic jets of plasma being ejected from the galactic core. A classic example is Cygnus A, one of the strongest radio sources in the sky, which displays distinct jets of ionized matter originating in its nucleus. | + | **//Radio Galaxies//:** These systems are characterized by powerful radio lobes and relativistic jets of plasma being ejected from the galactic core. A classic example is Cygnus A, one of the strongest radio sources in the sky, which displays distinct jets of ionized matter originating in its nucleus. |
| - | //Seyfert Galaxies//: These are galaxies containing highly energetic nuclei driven by central supermassive black holes. | + | **//Seyfert Galaxies//:** These are galaxies containing highly energetic nuclei driven by central supermassive black holes. |
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| **Physical Features** | **Physical Features** | ||
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| - | //Host Galaxy Connection//: | + | **//Host Galaxy Connection//: |
| ===== - Spectral Energy Distribution (SED) ===== | ===== - Spectral Energy Distribution (SED) ===== | ||
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| AGN is characterized by its immense breadth, often spanning more than **13 orders of magnitude** in frequency, from radio waves to high-energy gamma rays. Unlike the blackbody-dominated spectra of individual stars, an AGN's total power output is distributed across nearly every part of the electromagnetic spectrum. The AGN SED is a composite of radiation from several distinct physical components powered by a supermassive black hole (SMBH) at the galaxy' | AGN is characterized by its immense breadth, often spanning more than **13 orders of magnitude** in frequency, from radio waves to high-energy gamma rays. Unlike the blackbody-dominated spectra of individual stars, an AGN's total power output is distributed across nearly every part of the electromagnetic spectrum. The AGN SED is a composite of radiation from several distinct physical components powered by a supermassive black hole (SMBH) at the galaxy' | ||
| - | //The "Big Blue Bump" (Optical/ | + | **//The "Big Blue Bump" (Optical/ |
| - | //Infrared (IR) Emission//: A significant portion of an AGN's luminosity appears in the infrared. This is largely due to interstellar dust surrounding the nucleus, which absorbs high-energy ultraviolet photons from the accretion disk and reradiates that energy at infrared wavelengths. | + | **//Infrared (IR) Emission//:** A significant portion of an AGN's luminosity appears in the infrared. This is largely due to interstellar dust surrounding the nucleus, which absorbs high-energy ultraviolet photons from the accretion disk and reradiates that energy at infrared wavelengths. |
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| - | //Radio Emission//: The radio portion of the SED is typically dominated by **synchrotron radiation**. This nonthermal emission is produced by relativistic electrons spiraling around magnetic field lines, often within relativistic jets or massive radio lobes being ejected from the core. | + | **//Radio Emission//:** The radio portion of the SED is typically dominated by **synchrotron radiation**. This nonthermal emission is produced by relativistic electrons spiraling around magnetic field lines, often within relativistic jets or massive radio lobes being ejected from the core. |
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| $$F \propto \nu^{-\alpha}$$ | $$F \propto \nu^{-\alpha}$$ | ||
| - | was used to describe the monochromatic energy flux. | + | was used to describe the monochromatic energy flux. The power received within any frequency interval between $\nu_1$ and $\nu_2$ is: |
| $$L_{\text{interval}} \propto \int_{\nu_1}^{\nu_2} F_\nu d\nu = \int_{\nu_1}^{\nu_2} \nu F_\nu \frac{d\nu}{\nu} = \ln 10 \int_{\nu_1}^{\nu_2} \nu F_\nu d\log_{10} \nu$$ | $$L_{\text{interval}} \propto \int_{\nu_1}^{\nu_2} F_\nu d\nu = \int_{\nu_1}^{\nu_2} \nu F_\nu \frac{d\nu}{\nu} = \ln 10 \int_{\nu_1}^{\nu_2} \nu F_\nu d\log_{10} \nu$$ | ||
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| The overall luminosity ($L$) of the central engine is fundamentally tied to the mass accretion rate ($\dot{M}$) onto the supermassive black hole, roughly estimated as $L \approx \frac{1}{4} \dot{M} c^2$. While most galaxies contain supermassive black holes, only those with sufficient accretion rates exhibit the energetic spectral signatures characteristic of an AGN. | The overall luminosity ($L$) of the central engine is fundamentally tied to the mass accretion rate ($\dot{M}$) onto the supermassive black hole, roughly estimated as $L \approx \frac{1}{4} \dot{M} c^2$. While most galaxies contain supermassive black holes, only those with sufficient accretion rates exhibit the energetic spectral signatures characteristic of an AGN. | ||
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