Design of New Potent Insecticides of Organophosphate Derivatives Based on QSAR Analysis | Mudasir | Indonesian Journal of Chemistry 21331 40417 1 PB

86

Indo. J. Chem., 2013, 13 (1), 86 - 93

DESIGN OF NEW POTENT INSECTICIDES OF ORGANOPHOSPHATE DERIVATIVES
BASED ON QSAR ANALYSIS
Mudasir*, Yari Mukti Wibowo, and Harno Dwi Pranowo
Austrian-Indonesian Centre (AIC) for Computational Chemistry, Department of Chemistry,
Faculty of Mathematics and Natural Sciences, Universitas Gadjah Mada,
Sekip Utara P.O. Box Bls. 21, Yogyakarta 55281, Indonesia
Received November 22, 2012; Accepted February 26, 2013


ABSTRACT

Design of new potent insecticide compounds of organophosphate derivatives based on QSAR (Quantitative
Structure-Activity Relationship) analytical model has been conducted. Organophosphate derivative compounds and
their activities were obtained from the literature. Computational modeling of the structure of organophosphate
derivative compounds and calculation of their QSAR descriptors have been done by AM1 (Austin Model 1) method.
The best QSAR model was selected from the QSAR models that used only electronic descriptors and from those
using both electronic and molecular descriptors. The best QSAR model obtained was:

Log LD50 = 50.872 – 66.457 qC1 – 65.735 qC6 + 83.115 qO7
(n = 30, r = 0.876, adjusted r2 = 0.741, Fcal/Ftab = 9.636, PRESS = 2.414 x 10-6)
The best QSAR model was then used to design in silico new compounds of insecticide of organophosphate
derivatives with better activity as compared to the existing synthesized organophosphate derivatives. So far, the
most potent insecticide of organophosphate compound that has been successfully synthesized had log LD 50 of 5.20, while the new designed compound based on the best QSAR model, i.e.: 4-(diethoxy phosphoryloxy) benzene
sulfonic acid, had log LD50 prediction of -7.29. Therefore, the new designed insecticide compound is suggested to be
synthesized and tested for its activity in laboratory for further verification.


Keywords:QSAR analysis; insecticides; organophosphate; semi-emphiric AM-1; molecular design

ABSTRAK

Telah dilakukan desain senyawa insektisida baru turunan organofosfat berdasarkan pada model analisis
Hubungan Kuantitatif Struktur-Aktivitas (HKSA). Senyawa turunan organofosfat dan aktivitasnya diperoleh dari
literatur. Pemodelan komputasi terhadap struktur senyawa turunan organofosfat dan perhitungan deskriptor HKSAnya telah dilakukan menggunakan metode AM1 (Austin Model 1). Model HKSA terbaik dipilih dari model HKSA yang
hanya menggunakan deskriptor elektronik dan dari model yang menggunakan baik deskriptor elektronik maupun
molekul. Model HKSA terbaik yang diperoleh adalah:
Log LD50 = 50,872 – 66,457 qC1 – 65,735 qC6 + 83,115 qO7
2

-6
(n = 30, r = 0,876, adjusted r = 0,741, Fcal/Ftab = 9,636, PRESS = 2,414 x 10 )
Model HKSA terbaik tersebut kemudian digunakan untuk merancang secara in silico senyawa insektisida baru
turunan organofosfat yang mempunyai aktivitas lebih baik dibandingkan dengan turunan organofosfat yang sudah
ada. Sejauh ini, insektisida organofosfat paling ampuh yang telah berhasil disintesis mempunyai log LD50 sebesar 5,20, sedangkan senyawa baru yang telah dirancang berdasarkan model HKSA terbaik, yakni: asam 4-(diethoxy
phosphoryloxy) benzena sulfonat mempunyai log LD50 prediksi sebesar -7,29. Oleh karena itu, senyawa insektisida
baru yang telah dirancang ini disarankan untuk disintesis dan diuji aktivitasnya di laboratorium untuk verifikasi lebih
lanjut.


Kata Kunci:analisis HKSA; insektisida, organofosfat; semi-empirik AM-1; perancangan molekul

INTRODUCTION
behaviors deemed destructive Insecticides of
organophosphates OPs௘ classes produces their

neurotoxic effects by inhibiting acetylcholinesterase
Insecticidesarechemicalorbiologicaloriginagents
AchE௘ a critical enzyme involved in nerve impulse
that control insects The control is resulted from killing

the insect or otherwise preventing it from engaging in transmission[1]ChronictoxicitycausedbyOPexposure
CorrespondingauthorTelFax:鮼62ઈ274ઈ545188513339
Emailaddress:mudasir@ugmacid

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Indo. J. Chem., 2013, 13 (1), 86 - 93

O

2
9

3

1

RO

P


10

8

OR

11

O

4
7
6

5

Fig 1. Chemical structure of organophosphate
insecticides Variationof substituent was done at C3 or
C4aswell asRAtomicnumberingisusedonlyforthe

purposeofmolecularmodel

ranges from cholinesterase inhibition in plasma
erythrocytes and brain tissue to the appearance of
clinicalsignsoflongઈtermdamagetothecentralnervous
systemaswellastheperipheralnervoussystem[2ઈ3]
The cholinesterase inhibition by organophosphate
poisoning generally is not reversible meaning that the
insecticide does not release the bound cholinesterase
[4] In some cases AChE that is inhibited by certain
types of organophosphorus esters is irreversibly
phosphorylatedandspontaneousregenerationdoesnot
occur[5]Asaresultdecrease insensitivityof AchEto
inhibit insecticides has been resulted in insecticide
resistanceformanyinsectsMolecularstudiesindicated
that thedecreaseininhibitionsensitivityof AchEisdue
tomutation s௘oftheAchEgeneThesemutationscause
structuralmodificationsoftheenzymewhichoftenresult
in modification of enzyme property including its
sensitivitytoinhibitionbyinsecticides

Since 1970s the use of most persistent
organochlorine insecticides has been restricted
consequently the less persistent but highly effective
organophosphateagentshasbeenthemostwidespread
pesticidesused worldwideandbecometheinsecticides
of first choice Currently all efforts are focused on
developing insecticides with new and safer modes of
action A rational approach for developing new
insecticides is to make use of QSAR Quantitative
StructureઈActivity Relationship௘ models for the rapid
prediction and virtual preઈscreening of insecticide
activity
A QSARequationisamathematical equationthat
correlates the biological activity to a wide variety of
physical or chemical parameters There are many
examples available in the literature in which QSAR
modelshavebeenusedsuccessfullyforthescreeningof
compoundsforbiologicalactivity[6–9]Thepreઈrequisite
of developing QSAR equations is the availability of a
wide range of molecular structures and their

complementary activities QSAR studies have been
successfully done for the organophosphates and
carbamates [10] using only freeઈenergyઈrelated
physiochemicalsubstituentparameterssuchaspsand
others Furthermore Naik et al [11] has conducted
QSAR studyforthe organophosphatesand carbamates

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87

using Eઈstate electronic structural topological
quantum mechanics and physicochemical based
descriptors which can be calculated without structural
alignments The behavior of QSAR models was
examinedwithavarietyofstatisticalparametersinline
with what has been used by Deswal and Roy [12] for
thedevelopmentofthrombininhibitors
ઈ1
Basedonthedataofacutetoxicity LD50molL ௘

of OP derivatives reported by Hansch et al [13] and
Gandhe and Purnanand [14] for the compound of 24
see Table 1௘ we here report a QSAR study on
organophosphate derivatives Fig 1௘ based on semiઈ
empirical AM1 calculation of quantumઈchemical
descriptors The best QSAR model obtained from the
studywasthenusedtodesignin siliconewcompounds
of insecticide of organophosphate derivatives with
better activityascompared tothe existingsynthesized
organophosphatederivatives
EXPERIMENTAL SECTION

Data Set

A total of 35 insecticide analogues were used in
the study and were taken from various sources as
mentioned in Table 1 Structural modifications are
mainlyintroducedatvaryingradicalsatpositionsXand
R in the scaffold structure The acute toxicity data
ઈ1

LD50molL ௘ofthesecompoundstohousefly Musca
nebulo L.௘ were taken from Hansch et al [13] except
for the compound 24 from Gandhe and Purnanand
[14] All chemicals are analogues to methyl and ethyl
paraoxons compounds12and22௘whicharecapable
ofinhibitingAChEdirectly[14]Theselectedchemicals
have significant differences in structure for the
substituentsXatmetaandparapositionsrangingfrom
electronઈdonatinggroup –CH3௘toelectronઈwithdrawing
group –NO2௘ while the alkyl group R varies from
methyltobutyl

Computational
Validation
and
Descriptor
Calculation

In order to obtain the most suitable method of
calculation the parent compound of organophosphate

was first computationally modeled using either Austin
Model AM௘1orParameterizedmodel PM3௘available
in Hyperchem 70 software program to calculate
chemical shift of the compound using 1H HyperNMR
package The calculated chemical shift data of the
compound was then compared to the ones available
from experimental HઈNMR measurement [15] The
method of calculation AM1 or PM3௘ giving smallest
differences between calculated and experimental data
waschosenasthemostsuitablemethodandwasused

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Indo. J. Chem., 2013, 13 (1), 86 - 93

Table 1. Chemicalstructureandinsecticideactivityoforganophosphatederivativesagainsthousefly Musca nebulo
L.௘[11]
No
1
2

3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35

Compounds
Dimethylphenylphosphate
Dimethylmઈtolylphosphate
Dimethylpઈtolylphosphate
4ઈmethoxyphenyldimethylphosphate
3ઈchlorophenyldimethylphosphate
4ઈchlorophenyldimethylphosphate
3ઈbromophenyldimethylphosphate
4ઈbromophenyldimethylphosphate
3ઈcianophenyldimethylphosphate
4ઈcianofenildimethylphosphate
Dimethyl3ઈnitrophenylphosphate
Dimethyl4ઈnitrophenylphosphate
Diethylphenylphosphate
Diethylpઈtolylphosphate
3ઈchlorophenyldiethylphosphate
4ઈchlorophenyldiethylphosphate
3ઈbromophenyldiethylphosphate
4ઈbromophenyldiethylphosphate
3ઈcianophenyldiethylphosphate
4ઈcianophenyldiethylphosphate
Diethyl3ઈnitrophenylphosphate
Diethyl4ઈnitrophenylphosphate
24ઈdichlorophenyldiethylphosphate
25ઈdichlorophenyldiethylphosphate
Dibuthylphenylphosphate
Dibuthylmઈtolylphosphate
Dibuthylpઈtolylphosphate
Dibuthyl4ઈmethoxyiphenylphosphate
Dibuthyl3ઈchlorophenylphosphate
Dibuthyl4ઈchlorophenylphosphate
4ઈbromophenyldibuthylphosphate
Dibuthyl3ઈcianophenylphosphate
Dibuthyl4ઈcianophenylphosphate
Dibuthyl3ઈcianophenylphosphate
Dibuthyl4ઈnitrophenylphosphate


forfurthercalculationinthisstudy
Based on the result of method validation the
descriptors of QSAR analysis that used for multiple
linear regression analysis consisting of atomic netઈ
charge q௘ dipolemoment m௘werecalculatedbysemiઈ
empirical AMઈ1 MO SCF method using HyperChem
Version 70 Surface area SA௘ and partition coefficient
logP௘descriptorswereobtainedfromQSARproperties
available in the package program Before calculation of
predictors was done the geometries of the insecticide
molecules were optimized on the basis of conjugate
gradient method using PolakઈRibiere algorithm with
convergencelimitof0001kcalmolઈ1Aઈ1

Generation of QSAR Model Using Regression
Analysis

The correlation models between descriptors and
insecticide activity were evaluated by multiple linear

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R
CH3
CH3
CH3
CH3
CH3
CH3
CH3
CH3
CH3
CH3
CH3
CH3
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C4H9
C4H9
C4H9
C4H9
C4H9
C4H9
C4H9
C4H9
C4H9
C4H9
C4H9

X
H
3ઈCH3
4ઈCH3
4ઈOCH3
3ઈCl
4ઈCl
3ઈBr
4ઈBr
3ઈCN
4ઈCN
3ઈNO2
4ઈNO2
H
4ઈCH3
3ઈCl
4ઈCl
3ઈBr
4ઈBr
3ઈCN
4ઈCN
3ઈNO2
4ઈNO2
24ઈCl
25ઈCl
H
3ઈCH3
4ઈCH3
4ઈOCH3
3ઈCl
4ઈCl
4ઈBr
3ઈCN
4ઈCN
3ઈNO2
4ઈNO2

LogLD50
ઈ275
ઈ200
ઈ199
ઈ200
ઈ210
ઈ260
ઈ400
ઈ353
ઈ499
ઈ484
ઈ490
ઈ510
ઈ320
ઈ300
ઈ380
ઈ372
ઈ411
ઈ406
ઈ500
ઈ510
ઈ510
ઈ520
ઈ430
ઈ410
ઈ250
ઈ200
ઈ210
ઈ210
ઈ280
ઈ250
ઈ295
ઈ400
ઈ401
ઈ421
ઈ438

regression analysis using software SPSS 13 for
TM
Windows  Backward method was used for all
regression analysis on the basis of the two following
generallinearequations:
LogLD50 = å P qi ௘q i ௘ + P m ௘ m +D 
1௘
LogLD50
=

å P qi ௘q i௘ + P m ௘ m + P SA௘SA + P log P ௘log P + D

  2௘
Theequation 1௘isthegeneral QSARmodel involving
electronic descriptors only while equation 2௘
represents the general QSAR equation model using
combination of electronic and molecular parameters
The symbol P in the equations stands for a fitting
coefficient of corresponding descriptors and D is a
constant

Design of New Compounds

The best QSAR model obtained previously was
used as guidance in designing new safer and
presumably more potent insecticides In designing the

89

Indo. J. Chem., 2013, 13 (1), 86 - 93

new molecules we refer to the synthesized molecules
withhighestactivitythathasbeenreportedietheones
withR=ઈC2H5andXsubstituentswerevariedsothatit
consistedofelectronwithdrawingordonatinggroupsTo
evaluate the effect of X substituents on insecticide
activity the R groups were kept constant using ethyl
group compound36–450 whileXwasvariedSimilarly
to examine the influence of R on the activity the X
substituents were kept constant compounds 46–49௘
while the length of R was varied from one to four C
atoms Detailed new designed organophosphate
derivativesaregiveninTable2

RESULT AND DISCUSSION

Computational Validation

In searching the most suitable calculation method
formodelingseriesof insecticidederivatives twosemiઈ
empirical methods AM1 and PM3 has been tested for

the calculation of chemical shift d௘ dimethyl phenyl
phosphate Fig 2௘ using HyperNMR available in the
Hyperchem 70 program with the torsion angle of 
C1ઈO7ઈP8ઈO9 kept at 180° The results of the
calculationwerethencomparedtothoseobtainedfrom
experimental measurements 1HઈNMR 400MHz௘ [15]
aslistedinTable2
Table 2 shows clearly that chemical shift data
obtainedfrom1HHyperNMRcalculationusingAM1have



2

9O

H3C

O

10

8

P

H

O

H
3

1

4

H

7

O
11

CH 3

6

H

5

H

Fig 2. Chemicalstructureofdimethylphenylphosphate
anditsatomicnumbers

Fig 3. 3Dઈstructure of dimethyl phenyl phosphate and its atomic netઈcharges after geometrical optimization using
AM1method
Table 2.ComparisonofcalculatedandexperimentalNMRchemicalshiftdata δppm௘forhydrogenatomsinphenyl
ring upper௘andintwomethylgroups lower௘ofdimethylphenylphosphate
Methods
CalculatedAM1
CalculatedPM3
Experimental[15]
Methods
CalculatedAM1
CalculatedPM3
Experimental[15]

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H12
6388
6336
731
H19
3551
2853
383

H13
7187
7204
718
H20
3197
1164
383

H14
6983
6951
714
H21
2955
3182
383

H22
3554
2846
383

H15
7316
7143
718
H23
2951
3171
383

H16
7731
6712
731
H24
3193
1158
383

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Indo. J. Chem., 2013, 13 (1), 86 - 93

Table 3.Statisticalparametersof5selectedQSARmodelsoforganophosphatederivatives
Model
1
2
3
4
5

Descriptors
qC1qC2qC4qC5qC6
qO7qP8qO9qO11
qC1qC2qC4qC6qO7qO9
qC1qC2qC4qC6qO7
qC1qC2qC6qO7
qC1qC6qO7

r

r 2

Adjustedr2

SD

FcalcFtab

PRESS

0936

0876

0820

0474

6539

2600x10ઈ7

0932
0918
0905
0876

0869
0843
0820
0768

0834
0810
0791
0741

0455
0486
0511
0568

10028
9847
10299
9636

4404x10ઈ4
1583x10ઈ6
4057x10ઈ4
2414x10ઈ6


a better agreement with those resulted from
experimental measurement as compared to those
calculatedbyPM3methodsuggestingthatAM1method
describethechemicalconformationoforganophosphate
derivatives more accurately than does PM3 methods
Therefore AM1 method has been selected as
calculation method for further modeling of insecticide
compounds in this study using C1ઈO7ઈP8ઈO9 torsion
angle of 180° because this angle give the lowest
potentialenergy

Geometrical Optimization of Insecticide Structure

Theoptimizedstructureofinsecticideconformation
isillustratedinFig 3 Itisclearly seenfrom Fig 3that
oxygen atom has negative charge due to its higher
electronegativity than other atoms in the molecule so
that electron cloud nearby is attracted closer to the
oxygen atom Accordingly carbon atom C1௘ in the
phenyl groupwhichisclosetooxygen O7௘ispositively
charged because its electron is slightly withdrawn
towards the oxygen atom due to the high
electronegativity ofO7Onthe other hand C2C3 C4
C5 and C6 atoms due to their position which are quite
farawayfromO7atom arenotaffectedthereforeallof
theseatomshaveaslightnegativecharge
Moreover in the phosphate groups P atom is
surrounded by four O atoms resulting in relatively low
electron density of P As a result this atom possesses
large negative charge and therefore binds strongly with
Oatomofserineofacetylcholineesteraseenzymewhen
this insecticide is interacted with the enzyme in neural
system This strong binding causes phosphate group
difficulttounbindfromOઈserineintheenzymeresulting
indeactivationoftheenzyme

Generation and Selection of QSAR Model

In searching for best models according to Eq 1௘
and 2௘ the relative importance of descriptors ie:
atomic netઈcharge and other properties can be
recognized from the variable coefficient size P௘ and
from the result of inter variable correlation analysis by
bivariate method This allows the exclusion of less
relevant descriptor and gradual evaluation of the
structureoftheactivecenteroftheinsecticides

Mudasiretal

To obtain the best model that correlates
independencevariables descriptors௘ and dependence
variable biological activity௘ multiple linear regression
analysisusingSPSSversion13forWindowshasbeen
performed The 35 active compounds with their acute
toxicity to housefly were randomly divided into a
training set of 30 compounds and a test set of 5
compounds Fifteen 15௘ independent variables
consistingof 11atomicnetઈcharges q௘of C1C2C3
C4C5C6O7P8O9O10andO11aswellasother
properties such as dipole moment m௘ surface area
SA௘ and partition coefficient Log P௘ were included in
the model setઈup At the first step all variables are
included in the model and the less relevant variables
weretheneliminatedgraduallyfromthemodelbyenter
and backward method This procedure finally gives 5
QSARmodelsaslisted inTable 3From Table 3itis
immediately emerged that all selected models show a
good correlation r ≈ 09௘ between biological activity
and descriptors selected for fitting This suggests that
justificationofthebestmodelamong5modelsselected
inTable3isnotadequateonlybycomparingthersize
because its value is almost similar Therefore other
statistical parameters such as FcalcFtab model
significance௘ SD standard deviation௘ and PRESS
predictive residual sum of square௘ values should be
taken into account Comparing the above mentioned
parameters of the five models it is also not easy to
conclude which one is the best model because their
value is not significantly different However from the
viewpoint of simplicity itisconcluded thatmodel 5 is
selectedasthebestQSARmodel becausethismodel
containsonly 3variablesbut still giverelativelysimilar
statistical parameter values especially PRESS value
This model could therefore be utilized for rational
search and design of new organophosphate
insecticides which is necessary due to the rapid
resistance development of many insects especially in
tropical countries The complete equation of the best
modelispresentedinEquation 3௘
LogLD50=50872–66457qC1–65735qC6鮼83115qO7
3௘
2

n=30r=0876adjusted r = 0741 SD= 0568 FcalcFtab=9636
ઈ6
PRESS=2414x10


Model validation
It has been selected that model 5 is the best
modelfromthepointofviewofthesimplicityofthe

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Indo. J. Chem., 2013, 13 (1), 86 - 93

Table 4.Comparisonbetweenpredictedandexperimentalvaluesofinsecticideactivitycalculatedbyselectedmodel
for5compoundsoftestset
Compoundsof
testset
Compound3
Compound4
Compound16
Compound32
Compound34

Experimental
LogLD50
ઈ199
ઈ200
ઈ372
ઈ400
ઈ421

Model1
ઈ2746
ઈ2266
ઈ3903
ઈ3523
ઈ4268

PredictedLogLD50
Model2
Model3
Model4
ઈ2740
ઈ2562
ઈ2420
ઈ2270
ઈ2003
ઈ1614
ઈ3881
ઈ3693
ઈ3602
ઈ3653
ઈ3875
ઈ3942
ઈ4665
ઈ4784
ઈ4837

Model5
ઈ2212
ઈ1800
ઈ3732
ઈ3772
ઈ4648




Fig 4. Plot of predicted versus experimental activity
valuesfor 5compoundsof test set of organophosphate
insecticidescalculatedbymodel5

H



9

C2 H5

O
10

O
P

8

H

2
3

1

7

O

4

O

6

SO3 H

5

11

C 2H 5

H

H

Fig 5. Chemical structure of 4ઈ diethoxy phosphoriloxy௘
benzenesulfonicacid

modelsToseehowgoodthismodel predicttheactivity
oftheinsecticideseriesthecalculationoftheactivityfor
5 compounds of test set has been performed Table4௘
usingmodel5andtheresultofthecalculation predicted
log LD50௘ isplottedby linear regressionmethodagainst
those obtained by experiments observed log LD50௘ to
seehowwellthesetwovaluescorrelateeachother Fig
4onlymodel5isshown௘Itisobservedfromthisfigure
that model 5 predicts very well the activity of 5
compoundsoftestsetascanbeseenfromthevaluesof
theslopeandcorrelationcoefficient r௘oftheplotwhich
isclosetounityie:1050and0945respectively
Further validation of the model can also be
accessed by comparing the Yઈintercept of the graphs
Fromthefivemodeltestedforthecalculationoftestset
compounds model 5 gives the lowest yઈintercept value
鮼0110௘ while the other model ranges from ઈ1111 to
鮼0214meaningthatmodel5onlyslightlyoverestimates
the true experimental௘ value while other models

Mudasiretal

unfortunately either overઈ or underઈestimate severely 
Theresultofvalidationagainst5compoundsoftestset
demonstrates clearly that model 5 is the most reliable
model to be used as guidance in designing the new
insecticidesoftheclass

Design of New Insecticides

In designing new insecticide molecules of
organophosphate derivatives the best QSAR model
obtainedisusedasaguidancetopredicttheiractivity
Theselectionof Rsubstituentsfor thenewmolecules
is based on the previously synthesized molecules
having high insecticide activity ie R = C2H5 while X 
substituents are varied so that the molecules bear
either withdrawing or donating substituents Detailed
newinsecticidesthat havebeendesignedare listedin
Table 5 together with their predicted activities
calculatedusingthebestQSARmodel
Based on LFER Linear Free Energy
Relationship௘ in designing new molecules X
substituents are attached to the phenyl ring at paraઈ
and metaઈ positions to give significant contribution of
resonance effect On the other hand substitution at
orthopositionisnormallydifficulttobesynthesizeddue
tothestericeffect;henceXsubstituentatthisposition
isnotconsideredinthisstudy
It is observed from Table 5 that some new
designed compounds have predicted activity of LD50
lower than synthesized insecticides which has been
reported in many literatures The smallest reported
value of LD50 for synthesized organophosphate
insecticidesisઈ520usingR=C2H5andX=4ઈNO2as
substituentsAscan be seenfrom Table5 compound
46 47 48 and 49 where X = 4ઈSO3H an electron
withdrawing group have predicted LD50 lower than
those has been reported Form the lowest predicted
LD50 value it has been found that compound with R =
C2H5 and X = 4ઈSO3H at position para gives the best
activity while those using longer chain of R tend to
decrease Therefore it is concluded that in designing
thenewcompounditisbettertouse Xof withdrawing
electron and R = C2H5 According to Hassall [16] the
stability of thebindingof phosphatetoOઈserineof the
enzymeisinfluencedbythetypeof Randithasbeen
reportedthattheorganophosphatewithR=C2H5has

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Indo. J. Chem., 2013, 13 (1), 86 - 93

Table 5. NewdesignedorganophosphateinsecticidemoleculesanditspredictedlogLD50calculatedusingthebest
QSARmodel
No

Compounds

36
37
38
39
40
41
42
43
44
45
46
47
48
49

Diethyl4ઈethylphenylphosphate
Diethyl4ઈmethoxyphenylphosphate
4ઈEthoxyphenyldiethylphosphate
4ઈAminophenyldiethylphosphate
Diethyl4ઈ methylamino௘phenylphosphate
4ઈ Methylamino௘phenyldiethylphosphate
Diethyl4ઈ methylthio௘phenylphosphate
Diethyl4ઈ ethylthio௘phenylphosphate
Diethyl4ઈformylphenylphosphate
3ઈ Diethoxyphosphoriloxy௘benzenesulfonicacid
4ઈ Diethoxyphosphoriloxy௘benzenesulfonicacid
4ઈ Dimethoxyphosphoriloxy௘benzenesulfonicacid
4ઈ Dipropoxyphosphoriloxy௘benzenesulfonicacid
4ઈ Dibuthoxyphosphoriloxy௘benzenesulfonicacid


strongestinteractionwithOઈserineoftheenzymehence
this compound gives the highest toxicity among the
others Among new designed organophosphate
molecules 4ઈ diethoxy phosphoriloxy௘ benzenesulfonic
acid is the most potent insecticides R = C2H5 X = 4ઈ
SO3H predicted log LD50 = ઈ7293௘ The chemical
structureofthiscompoundisgiveninFig5
From the viewpoint of substituents attached to
phenyl groups it is observed that the most active
synthesized organophosphate derivatives have X
substituent= 4ઈNO2 electrondonatinggroup௘Similarly
thenewdesignedorganophosphatederivativeswiththe
lowest log LD50value also possesses electron donating
group ie X = 4ઈSO3H In this study the position of ઈ
SO3H has been varied either in the metaઈ or paraઈ
position to evaluate the effect of electron resonance by
comparing the predicted log LD50 values of the
corresponding compounds Results of the study show
that there is a significant difference in the value of
predictedlogLD50betweenpara X=4ઈSO3Hpredicted
logLD50 =ઈ7293௘andmeta X=3ઈSO3Hpredictedlog
LD50 =ઈ4659௘substituentsindicatingthatsubstituentat
para position induces more pronounce of electron
resonance effect on phenyl ring causing electron
attraction charge flow௘ from O7 to ઈSO3H substituent
ConsequentlythebindingbetweenP8andO7becomes
looser and the phosphate group is easily bound to Oઈ
serine of the enzyme resulting in higher insecticide
activityofthecorrespondingcompound

CONCLUSION

We have used a semiઈempirical molecular orbital
calculation AMઈ1 to study the correlation between
structureandtheactivityofaseriesoforganophosphate
insecticides against housefly Musca nebulo L.௘ The
best overall correlation is given by the computed
molecularpropertiesof atomicnet chargesof carbonઈ1

Mudasiretal

R
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
C2H5
CH3
C3H7
C4H9

X
4ઈCH2CH3
4ઈOCH3
4ઈOCH2CH3
4ઈNH2
4ઈNHCH3
4ઈN CH3௘2
4ઈSCH3
4ઈSCH2CH3
4ઈCHO
3ઈSO3H
4ઈSO3H
4ઈSO3H
4ઈSO3H
4ઈSO3H

Predicted
LogLD50
ઈ1957
ઈ2562
ઈ2461
ઈ0945
ઈ0865
ઈ1704
ઈ3317
ઈ3258
ઈ4649
ઈ4659
ઈ7293
ઈ6598
ઈ7119
ઈ7070

carbonઈ7 as well as Oxygenઈ7 as an active center of
the insecticides It is gratifying to observe that the
hypothetical active center of the insecticides
corroborate nicely in terms of possible mode of
irreversible binding of theinsectidesto cholinesterase
The best QSAR model has been able to be used to
design in silico new compounds of insecticide of
organophosphate derivatives with better activity as
comparedtotheexistingsynthesizedorganophosphate
derivatives From the molecular design it has been
foundthat4ઈ diethoxyphosphoryloxy௘benzenesulfonic
acid is a good candidate as a new more potent
insectideofthisserieswithlogLD50predictionofઈ729
Thenew designedinsecticidecompoundissuggested
tobesynthesizedandtestedforitsactivityinlaboratory
for further verification It has also been demonstrated
from this result that semiઈempirical AM1 method
although induces possible error sources still seem to
be a necessary and acceptable compromise for
quantum pharmacological calculations on series of
insecticidemoleculesof thissize includingthe search
foractivedrugcenter

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