|
|
Line 1: |
Line 1: |
− | {{DISPLAYTITLE:ΔR}}
| + | #REDIRECT [[Angular distance]] |
− | | + | |
− | '''ΔR''' ('''delta R''') is the '''angular distance''' (or '''angular separation''') between two [[Object|objects]]. It tells how much two objects are moving in the same direction.
| + | |
− | | + | |
− | == At hadron colliders ==
| + | |
− | At [[Hadron collider|hadron colliders]], the angular distance is usually defined in a way that is [[Longitudinal boost invariance|invariant under longitudinal boosts]]. This is achieved by using the [[pseudorapidity]] difference of the objects rather than an actual angle. In the [[transverse plane]], the momentum of the [[initial state]] is ([[Primordial kt|essentially]]) zero, so the [[azimuthal angle]] can be used directly.
| + | |
− | | + | |
− | | + | |
− | == At lepton colliders ==
| + | |
− | At [[Lepton collider|lepton colliders]], the vector angle between the object momenta may be used directly.
| + | |