Open main menu

Difference between revisions of "Antiparticle"

(About Antiparticles)
Line 5: Line 5:
 
===About Antiparticles===
 
===About Antiparticles===
 
*Many [[Subatomic Particle|particle]]s of [[matter]] have [[antimatter]] counterparts which have the same [[mass]] but opposite [[Electrical Charge|electrical charge]].
 
*Many [[Subatomic Particle|particle]]s of [[matter]] have [[antimatter]] counterparts which have the same [[mass]] but opposite [[Electrical Charge|electrical charge]].
*[[Antiparticle]]s are denoted by a bar over the top of the symbol used for their [[matter]] counterpart.
+
*[[Antiparticle]]s are generally denoted by a bar over the top of the symbol used for their [[matter]] counterpart.
 
*During [[Pair-Production|pair-production]] a [[Subatomic Particle|particle]] and its '''antiparticle''' appear.
 
*During [[Pair-Production|pair-production]] a [[Subatomic Particle|particle]] and its '''antiparticle''' appear.
 
*When a [[Subatomic Particle|particle]] meets its '''antiparticle''' they [[Annihilation|annihilate]] one another producing a pair of [[photon]]s.
 
*When a [[Subatomic Particle|particle]] meets its '''antiparticle''' they [[Annihilation|annihilate]] one another producing a pair of [[photon]]s.

Revision as of 10:02, 19 May 2024

Key Stage 5

Meaning

Antiparticles are small units of antimatter.

About Antiparticles


Antiparticle Symbol Composition Charge/e Strangeness Baryon Number Lepton Number

Positron

\(\bar{e}\) or \(\beta^+\) Fundamental \(Q=+1\) \(S=0\) \(B=0\) \(L=-1\)

Anti Electron-Neutrino

\(\bar{\nu_e}\) Fundamental \(Q=0\) \(S=0\) \(B=0\) \(L=-1\)

Antiup-quark

\(\bar{u}\) Fundamental? \(Q=-\frac{2}{3}\) \(S=0\) \(B=-\frac{1}{3}\) \(L=0\)

Antidown-quark

\(\bar{d}\) Fundamental? \(Q=+\frac{1}{3}\) \(S=0\) \(B=-\frac{1}{3}\) \(L=0\)

Antistrange-quark

\(\bar{s}\) Fundamental? \(Q=+\frac{1}{3}\) \(S=+1\) \(B=-\frac{1}{3}\) \(L=0\)

Antiproton

\(\bar{p}\) \(\bar{u}\bar{u}\bar{d}\) \(Q=-1\) \(S=0\) \(B=-1\) \(L=0\)

Antineutron

\(\bar{n}\) \(\bar{u}\bar{d}\bar{d}\) \(Q=0\) \(S=0\) \(B=-1\) \(L=0\)