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Energy TransferFluorescence Resonance Energy TransferEnergy MetabolismEnergy IntakeLinear Energy TransferSpectrometry, FluorescenceFluorescent DyesGene Transfer TechniquesFluorescenceModels, MolecularKineticsBioluminescence Resonance Energy Transfer TechniquesThermodynamicsLuminescent ProteinsProtein BindingProtein ConformationFluorescence PolarizationTerbiumGene Transfer, HorizontalModels, ChemicalEmbryo TransferLight-Harvesting Protein ComplexesConservation of Energy ResourcesSolar EnergyBiosensing TechniquesMolecular Sequence DataBinding SitesTime FactorsGreen Fluorescent ProteinsTemperatureModels, BiologicalLuminescent MeasurementsPhotonsNaphthalenesulfonatesRenewable EnergyPhotobleachingRhodaminesTryptophanChlorophyllMicroscopy, FluorescenceProtein Structure, TertiaryDimerizationBacteriochlorophyllsBacterial ProteinsElectron TransportBiophysicsLightBiophysical PhenomenaTransfer (Psychology)Quantum TheoryCell MembraneLuminescenceAmino Acid SequenceAdenosine TriphosphateBasal MetabolismPhotosynthetic Reaction Center Complex ProteinsCarbocyaninesEnergy DrinksSpectrophotometryEscherichia coliElectronsCell LineLiposomesComputer SimulationRecombinant Fusion ProteinsMutationMathematicsRNA, TransferDansyl CompoundsPhycocyaninProtein MultimerizationPhotosystem I Protein ComplexDNAOxidation-ReductionFluoresceinsPhycobilisomesCalorimetry, IndirectHydrogen-Ion ConcentrationSpectrum AnalysisMolecular ConformationPhotosynthesisBody WeightHeavy IonsModels, TheoreticalEatingBase SequenceNucleic Acid ConformationLuciferases, RenillaCarotenoidsPhotochemistryFluoresceinPhotosystem II Protein ComplexCattleWaterAdoptive TransferProteinsMicroscopy, ConfocalLipid BilayersMolecular StructureLigands

TermsIonsCharged particleSecondaryLinear energy tFactorMaterialTypes

Terms1

• In mathematical terms, Restricted linear energy transfer is defined by L Δ = d E Δ d x , {\displaystyle L_{\Delta }={\frac {{\text{d}}E_{\Delta }}{{\text{d}}x}},} where d E Δ {\displaystyle {\text{d}}E_{\Delta }} is the energy loss of the charged particle due to electronic collisions while traversing a distance d x {\displaystyle {{\text{d}}x}} , excluding all secondary electrons with kinetic energies larger than Δ. (wikipedia.org)

Ions2

• Linear energy transfer is best defined for monoenergetic ions, i.e. protons, alpha particles, and the heavier nuclei called HZE ions found in cosmic rays or produced by particle accelerators. (wikipedia.org)
• For ions involved in space radiation effects, it increases with decreasing energy (it also increases at high energies, beyond the minimum ionizing energy). (ecss.nl)

Charged particle2

• The secondary electrons produced during the process of ionization by the primary charged particle are conventionally called delta rays, if their energy is large enough so that they themselves can ionize. (wikipedia.org)
• In mathematical terms, Restricted linear energy transfer is defined by L Δ = d E Δ d x , {\displaystyle L_{\Delta }={\frac {{\text{d}}E_{\Delta }}{{\text{d}}x}},} where d E Δ {\displaystyle {\text{d}}E_{\Delta }} is the energy loss of the charged particle due to electronic collisions while traversing a distance d x {\displaystyle {{\text{d}}x}} , excluding all secondary electrons with kinetic energies larger than Δ. (wikipedia.org)

Secondary2

• This energy limit is meant to exclude secondary electrons that carry energy far from the primary particle track, since a larger energy implies a larger range. (wikipedia.org)
• The rate of energy loss of a particle, which also includes emitted secondary radiations, is the stopping power. (ecss.nl)

Linear energy t5

• In dosimetry, linear energy transfer (LET) is the amount of energy that an ionizing particle transfers to the material traversed per unit distance. (wikipedia.org)
• Linear energy transfer is closely related to stopping power, since both equal the retarding force. (wikipedia.org)
• The unrestricted linear energy transfer is identical to linear electronic stopping power, as discussed below. (wikipedia.org)
• While medical physicists and radiobiologists usually speak of linear energy transfer, most non-medical physicists talk about stopping power. (wikipedia.org)
• If Δ tends toward infinity, then there are no electrons with larger energy, and the linear energy transfer becomes the unrestricted linear energy transfer which is identical to the linear electronic stopping power. (wikipedia.org)

Factor1

• Dynamics of the Orientational Factor in Fluorescence Resonance Energy Transfer. (nih.gov)

Material2

• You speak in this material of sexual energy transfer. (lawofone.info)
• LET is material-dependent and is also a function of particle energy. (ecss.nl)

Types1

• She says, you speak of various types of energy blockages and transfers, positive and negative, that may take place due to participation in our sexual reproductive complex of actions. (lawofone.info)