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(This is an equation to describe the relationship between the paramagnetic contribution (R2para or Γ2) to the increased transverse relaxation rate (R2). The terms of the equation are r is the distance in cm , K is a collection of physical constants, τc )
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This is an equation to describe the relationship between the paramagnetic contribution (R2para or Γ2) to the increased transverse relaxation rate (R2). The terms of the equation are r is the distance in cm , K is a collection of physical constants, τc (tauc) is total rotational correlation time, ω is the Larmor frequency, and Γ2 (the term that defines the paramagnetic relaxation enhancement) is the additional transverse relaxation caused by the free radical.
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This is an equation to describe the relationship between the paramagnetic contribution (R2para or Γ2) to the increased transverse relaxation rate (R2). The terms of the equation are r, the distance in cm; K, a collection of physical constants; τc (tauc), total rotational correlation time; ω , the Larmor frequency; and Γ2 (the term that defines the paramagnetic relaxation enhancement) the additional transverse relaxation caused by the free radical (electron(s)).

Revision as of 06:14, 23 January 2011

This is an equation to describe the relationship between the paramagnetic contribution (R2para or Γ2) to the increased transverse relaxation rate (R2). The terms of the equation are r, the distance in cm; K, a collection of physical constants; τc (tauc), total rotational correlation time; ω , the Larmor frequency; and Γ2 (the term that defines the paramagnetic relaxation enhancement) the additional transverse relaxation caused by the free radical (electron(s)).

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current23:22, 22 January 2011bmoret42 (Talk | contribs)960×72015 KBThis is an equation to describe the relationship between the paramagnetic contribution (R2para or Γ2) to the increased transverse relaxation rate (R2). The terms of the equation are r is the distance in cm , K is a collection of physical constants, τc

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