concept

quantum gravity graviton

The graviton is the hypothetical quantum particle mediating gravitational interactions in quantum gravity theories.
38 related articles · 4 formulas

Description

The graviton is the hypothetical quantum particle that would mediate the force of gravity in a quantum theory of gravity. In the framework of quantum field theory, forces are transmitted by exchange particles, such as photons for electromagnetism. The graviton is proposed as the spin-2 boson that would carry gravitational interactions, but it has never been detected, and its existence remains a central question in theoretical physics.

History

The concept of the graviton emerged in the 1930s from attempts to quantize gravity, with early work by Pauli and Fierz on spin-2 fields, and it became a standard part of quantum field theory discussions in the 1960s.

How it works

In quantum gravity theories, gravitons are envisioned as massless particles traveling at the speed of light, with two polarization states (like gravitational waves). They would interact with all forms of energy and matter, causing the attraction we perceive as gravity. The challenge is that gravity is incredibly weak compared to other forces, so detecting individual gravitons is far beyond current technology, and the theory requires a framework that unifies general relativity with quantum mechanics.

In practice

While gravitons have no direct practical application yet, the search for them drives research in quantum gravity, cosmology, and high-energy physics, potentially leading to a unified theory of fundamental forces.

Fun fact

If gravitons exist, they would be the only known elementary particles with spin 2, and their detection would require a detector the size of a planet to have any chance of catching one.

Concept graph →

Formulas

$$L_{\rm Edd} = \frac{4\pi G M c}{\kappa}$$
Maximum luminosity where radiation pressure balances gravity.
What is in the formula
L_EddvariableEddington luminosity — luminosity watt
MvariableMass of the object — mass kilogram
κvariableOpacity of the accreting material — opacity square metre per kilogram
GconstantNewtonian gravitational constant — gravitational constant = 6.67430e-11 cubic metre per kilogram per second squared
cconstantSpeed of light in vacuum — speed of light = 299792458 metre per second
l_{\rmedd}=\frac{4πgm_{\rmbh}μm_pc}{σ_{\rmt}} · 2606.06226v1
l_{{edd}}=1.2*10^{38}(\frac{m}{m_\odot}){эрг/с} · 2606.06575v1
l_{{edd}}=1.3*10^{38}(m_{{bh}}/m_{\odot}){эрг/с} · 2607.01330v1
l_{\rmbb}=1.09*10^{44}m_6{\rmergs^{-1}} · 2607.17448v1
$$L_{\rm Edd} = \frac{4\pi G M c}{\kappa}$$
Radius where radiation pressure balances gravity defines Eddington limit.
What is in the formula
L_{\rm Edd}variableEddington luminosity — luminosity watt
MvariableMass of the object — mass kilogram
cvariableSpeed of light — speed metre per second
GconstantNewtonian gravitational constant — gravitational constant = 6.67430e-11 cubic metre per kilogram per second squared
\kappaconstantOpacity of the stellar material — opacity = 0.034 square metre per kilogram
r_{\rmqs}\simeq\sqrt{\frac{l_{\rmedd}}{4πσt_{\rmeff}^4}} · 2606.02539v1
$$P = i \left( \Psi^* \frac{\partial\Psi}{\partial t} - \frac{\partial\Psi^*}{\partial t} \Psi \right)$$
Defines probability density in relativistic quantum mechanics.
What is in the formula
PvariableProbability density — probability density per metre cubed
\PsivariableWave function — wave function per metre cubed half
\Psi^*variableComplex conjugate of wave function — wave function conjugate per metre cubed half
tvariableTime — time second
\frac{\partial}{\paroperatorPartial derivative with respect to time — partial derivative
p(α|β_0)=i(\psi^*\frac{\partial\psi}{\partialβ_0}-\frac{\partial\psi^*}{\partialβ_0}\psi) · 2605.06093v1
$$L_{\mathrm{Edd}} = \frac{4\pi G M c}{\kappa}$$
Maximum luminosity where radiation pressure balances gravity.
What is in the formula
L_EddvariableEddington luminosity — luminosity watt
MvariableMass of the object — mass kilogram
κvariableOpacity of the stellar material — opacity square metre per kilogram
GconstantConstant of universal gravitation — gravitational constant = 6.67430e-11 cubic metre per kilogram per second squared
cconstantSpeed of light in vacuum — speed of light = 299792458 metre per second
πconstantMathematical constant pi — pi = 3.14159
m<\frac{\kappa_{es}l_{bol}}{4πgc} · 2606.30711

Related articles · 38

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