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Volumn 113, Issue 15, 2009, Pages 3481-3490

Additivity of substituent effects. Core-ionization energies and substituent effects in fluoromethylbenzenes

Author keywords

[No Author keywords available]

Indexed keywords

ADDITIVITY; CARBON ATOMS; CORE IONIZATIONS; ELECTRON ACCEPTORS; ELECTRON DONORS; HYDROGEN ATOMS; IONIZATION ENERGIES; LINEAR ADDITIVITY; METHYL GROUPS; METHYLBENZENES; NONLINEAR TERMS; PROTONATED SPECIES; RING CARBONS; SUBSTITUENT EFFECTS;

EID: 64849088535     PISSN: 10895639     EISSN: None     Source Type: Journal    
DOI: 10.1021/jp810612x     Document Type: Article
Times cited : (23)

References (49)
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    • Proton affinity is the negative of the enthalpy of protonation, generally at 298 K. To avoid some mathematical inconveniences that are introduced by this sign convention, we will use enthalpies of protonation rather than proton affinities.
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    • The factor of 2 in the denominator of the term in β did not appear in our earlier treatments, refs 1 and 2, but should have been included to correctly count the number of interactions. As a result, the value of the one significant β coefficient, o (o - 1), is twice as large here as in the previous work, ref 1.
    • The factor of 2 in the denominator of the term in β did not appear in our earlier treatments, refs 1 and 2, but should have been included to correctly count the number of interactions. As a result, the value of the one significant β coefficient, o (o - 1), is twice as large here as in the previous work, ref 1.
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    • For instance, for C3 in 3-fluoro-o-xylene the appropriate row in the matrix is 0,1,1,0,1,0,0,0, indicating first the number of methyl substituents at each location relative to C3 in the order i, o, m, p and then the number of fluoro substituents, i, o, m, p.
    • For instance, for C3 in 3-fluoro-o-xylene the appropriate row in the matrix is 0,1,1,0,1,0,0,0, indicating first the number of methyl substituents at each location relative to C3 in the order i, o, m, p and then the number of fluoro substituents, i, o, m, p.
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    • It is legitimate to ask whether or not there is circular reasoning here. The points for the line A?1 do not fall where expected. Possibly it is this discrepancy alone that gives rise to the nonlinear terms i o and i p. If this were the case, then, indeed, the argument would be circular. In reality, however, the value for the i o component is based on 10 measurements and that for the i p is based on 8 measurements. Thus, these values can be established even without including the points on line A 1
    • It is legitimate to ask whether or not there is circular reasoning here. The points for the line A?1 do not fall where expected. Possibly it is this discrepancy alone that gives rise to the nonlinear terms i o and i p. If this were the case, then, indeed, the argument would be circular. In reality, however, the value for the i o component is based on 10 measurements and that for the i p is based on 8 measurements. Thus, these values can be established even without including the points on line A 1.


* 이 정보는 Elsevier사의 SCOPUS DB에서 KISTI가 분석하여 추출한 것입니다.