1. Qsarphysicochemical parameters,hansch analysis andfee Wilson
analysis
Submitted to:
VIMAL JOHN SAMUEL
Department of pharmacology
DSU
Submitted by:
Ranjeeth k
1ST year M pharm
Department of pharmacology
DSU
05-06-2020 1
3. introduction
A QSAR is a mathematical relationship between a biological activity of a molecular
system and its geometric and chemical characteristics.
QSAR attempts to find consistent relationship between biological activity and
molecular properties, so that these “rules” can be used to evaluate the activity of new
compounds.
QSAR involves the derivation of mathematical formula which relates the
biological activities of a group of compounds to their measurable physicochemical
parameters. These parameters have major influence on the drug’s activity.
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4. Physicochemicalparamaeters
Various parameters used in QSAR studies are:
Hydrophobicity: partition coefficient, π-substitution constant
Steric Parameters: Taft’s constant, verloop steric parameter
Electronic Parameter: Hammet constant, dipole moment
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5. hydropobicity
Hydrophobic character of a drug is crucial to how easily it crosses the cell
membrane and may also important in receptor interactions.
Hydrophobicity of a drug is measured experimentally by testing the drugs
relative distribution is known as partition coefficient
Partition coefficient:
Partition coefficient P usually expressed as logP
P= (X)octanol
(X)aqueous
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6. Contd..
π-substituent constant
The π-substituent constant defined by hansch and coworkers by the following
equation.
Partition coefficient can be calculated by knowing the contribution that various
substituent , is known as substituent hydrophobicity constant.
πx= log Px-log PH
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7. StericParameters
It is a measure of the bulkiness of the group it represents and it effects on the
closeness of contact between the drug and receptor site
Bulky substituent may help to orient a drug property for maximum binding and
increase activity.
Taft’s steric factor (Es)
It is measure by the comparing the rate of hydrolysis of substituted aliphatic
esters against a standard ester under acidic condition.
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8. Contd..
Verloop steric parameter
• Calculated by software STERIMOL
• Gives dimensions of substituent from the standard bond angle, van der waals
radii,bond length.
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9. ElectronicParameter
The electronic effect of various substituent will clearly have an effect on drug
ionization and polarity.
• Have an effect on how easily drug can pass through the cell membrane or how
strongly it can interact with a binding site.
The Hammett constant (σ)
sx= log (Kx/K benzoic)
Hammett constant takes into account both resonance and inductive effects; thus,
the value depends on whether the substituent is para or meta substituted
• -ortho not measured due to steric effects
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10. Hansch analysis
The biological activity of most drugs is related to a combination of physico-
chemical properties.
In such cases, simple equations involving only one parameter are relevant only
if the other parameters are kept constant.
In reality, this is not easy to achieve and equations which relate biological
activity to more than one parameter are more common.
These equations are known as Hansch equations and they usually relate
biological activity to the most commonly used physicochemical properties (logP
,electronic,and a steric factor).
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11. Contd..
If the range of hydrophobicity values is limited to a small range then the equation
will be linear .
log(1/C)= k1 log P + k2s + k3 Es +k4.
If the P values are spread over a large range then the equation will be parabolic
for the same reasons.
log (1/C) = - k1(log P)2 + k2 log P + k3 s + k4 Es +k5
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12. Hansch equation
•A QSAR equation relating various physicochemical properties to the biological
activity of a series of compounds
•Usually includes log P, electronic and steric factors
•Start with simple equations and elaborate as more structures are synthesised
•Typical equation for a wide range of log P is parabolic
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13. Contd..
Example: Adrenergic blocking activity of b-halo-b-arylamines
Conclusions:
•Activity increases if p is +ve (i.e. hydrophobic substituents)
•Activity increases if s is negative (i.e. e-donating substituents)
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15. Contd..
Conclusions:
•Activity increases slightly as log P (hydrophobicity) increases (note that the
constant is only 0.14)
•Parabolic equation implies an optimum log Po value for activity
•Activity increases for hydrophobic substituents (esp. ring Y)
•Activity increases for e-withdrawing substituents (esp. ring Y)
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16. Free-WilsonApproach
METHOD
•The biological activity of the parent structure is measured and compared
with the activity of analogues bearing different substituents
•An equation is derived relating biological activity to the presence or absence
of particular substituents
Activity = k1X1 + k2X2 +.…knXn + Z
•Xn is an indicator variable which is given the value 0 or 1 depending on whether the
substituent (n) is present or not
•The contribution of each substituent (n) to activity is determined by the value of kn
•Z is a constant representing the overall activity of the structures studied
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17. Contd…
Advantages
•No need for physicochemical constants or tables
•Useful for structures with unusual substituents
•Useful for quantifying the biological effects of molecular features that cannot be quantified or
tabulated by the Hansch method
Disadvantages
•A large number of analogues need to be synthesised to represent each different
substituent and each different position of a substituent
•It is difficult to rationalise why specific substituents are good or bad for activity
•The effects of different substituents may not be additive
(e.g. intramolecular interactions)
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18. references
Patrick L . Graham “ An introduction to medicinalchemistry ’’ 4th edition by
Oxford University, NewYork.
http://www.ccl.net/qsar/archives/0207/0029.html
QSAR: Hansch Analysis And Related Approaches, By Hugo Kubinyi, VCH
Publication.
Department of Chemistry, Pomona College, Claremont,California The
Physicochemical Approach to Drug Design and Discovery (QSAR) Drug
Development Research 1267-309 (1981)
Hansch, C.. Leo. A.: Substituent Constants for Correlation Analysis in
Chemistry and Biology, New York: Wiley-Interscience, 1979.
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