https://doi.org/10.1351/goldbook.P04632
@P04637-1@, \(E_{\text{p}}\), integrated over the time of @I03255@ for a beam incident from all upward directions. SI unit is \(\text{m}^{-2}\).
Notes:
- Mathematical definition: \(H_{\text{p}} = \int_{t}E_{\text{p}}\text{d}t\). If the @P04637-2@ is constant over the time interval, \(H_{\text{p}} = E_{\text{p}}t\).
- This term refers to a beam not scattered or reflected by the target or its surroundings. For a beam incident from all directions photon fluence (\(H_{\text{p,o}}\), \(F_{\text{p,o}}\)) is an equivalent term.
- This quantity can be used on a @C01019@ basis by dividing \(H_{\text{p}}\) by the @A00543@, the symbol then being \(H_{n\text{,p}}\), the name 'photon exposure, amount basis', SI unit is \(\pu{mol m-2}\); common unit is \(\text{einstein m}^{-2}\).