Linked scan at constant B2(E0-E): Difference between revisions

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{{Def|
{{Def|
Linked Scan at Constant B<sup>2</sup>(E<sub>0</sub>-E)
acronym= / Linked Scan at Constant B<sup>2</sup>(E<sub>0</sub>-E)
|A [[linked scan]] at constant B<sup>2</sup>(E<sub>0</sub>-E) is performed on a [[sector mass spectrometer]] that incorporates at least one [[magnetic sector]] plus one [[electric sector]] placed in [[reverse geometry]] configureation. The accelerating voltage, V, is fixed and the magnetic field, B, and electric field, E, are scanned simultaneously to maintain the quantity B<sup>2</sup>(E<sub>0</sub>-E) at a constant value. This [[linked scan]] records a [[constant neutral mass loss (or gain) spectrum]] of dissociation or other reactions occurring in a [[field free region]] (FFR) between the two sectors. }}
|def=A [[linked scan]] at constant B<sup>2</sup>(E<sub>0</sub>-E) is performed on a [[sector mass spectrometer]] that incorporates at least one [[magnetic sector]] plus one [[electric sector]] placed in [[reverse geometry]] configureation. The accelerating voltage, V, is fixed and the magnetic field, B, and electric field, E, are scanned simultaneously to maintain the quantity B<sup>2</sup>(E<sub>0</sub>-E) at a constant value. This [[linked scan]] records a [[constant neutral mass loss (or gain) spectrum]] of dissociation or other reactions occurring in a [[field free region]] (FFR) between the two sectors. }}

Revision as of 19:32, 17 March 2014

DRAFT DEFINITION
Linked scan at constant B2(E0-E) / Linked Scan at Constant B2(E0-E)
A linked scan at constant B2(E0-E) is performed on a sector mass spectrometer that incorporates at least one magnetic sector plus one electric sector placed in reverse geometry configureation. The accelerating voltage, V, is fixed and the magnetic field, B, and electric field, E, are scanned simultaneously to maintain the quantity B2(E0-E) at a constant value. This linked scan records a constant neutral mass loss (or gain) spectrum of dissociation or other reactions occurring in a field free region (FFR) between the two sectors.
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