Vinay
Kumar Gupta
Contact Information
Address (Home):
House # 619, IIT Campus, Kanpur-208016, INDIA
Address
(Work): Professor, Department of Civil Engineering
Indian Institute of Technology, Kanpur-208016,
INDIA
Phone Numbers:
+91-512-2591828, 6798425 (Home)
6797118 (Work)
Fax Number:
+91-512-6797395 (Work)
E-mail:
vinaykg@iitk.ac.in; vinay432@gmail.com
Education
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Ph.D.
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Earthquake Engineering & Structural Dynamics, University of Southern California, USA, 1989.
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M.S.
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Applied Mathematics, University
of Southern California, USA,
1990.
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M.E.
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Structural Engineering, University
of Roorkee (now IIT Roorkee), India,
1985.
|
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B.E.
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Civil Engineering, University
of Roorkee (now IIT Roorkee), India,
1982.
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Employment
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1999-
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Professor, Department of Civil Engineering, IIT Kanpur, India
|
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1994-99
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Associate Professor, Department of Civil Engineering, IIT Kanpur, India
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1990-94
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Assistant Professor, Department of Civil Engineering, IIT Kanpur, India
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1989-90
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Research Associate, Department of Civil Engineering, University of Southern California, USA
|
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1983-86
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Teaching Assistant/Lecturer, Department of Civil
Engineering, University of Roorkee,
India
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1982-83
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Management Trainee/Junior Engineer, Ocean Engineering
Department, Engineers India Limited, New
Delhi, India
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Courses Taught
1. TA
101 - Engineering Graphics
2. ESO 204 - Mechanics of Solids
3. CE 222 - Structural Analysis
4. CE 321 - Structural Design I
5. CE 322 - Structural Design II
6. CE 351 - Materials Quality and Management
7. CE 620 - Structural Dynamics
8. CE 621 - Engineering Mechanics
8. CE 629 - Earthquake Analysis and Design of Structures
9. CE 721 - Random Vibrations
Publications
1.
Agarwal, S.K. and V.K. Gupta
(1985). Deflection control measures for slabs as per
IS:456-1978, Bridge and Structural Engineer, 15(1),
21-30.
2.
Agarwal, S.K. and V.K. Gupta
(1985). Letters to the editor: slab deflection control to
IS: 456-1978, The Ind. Concrete J., 59(4), 88-89.
3.
Gupta, V.K. and M.D. Trifunac
(1990). A note on contributions of ground torsion to
seismic response of symmetric multistoried buildings,
Earthq. Eng. Eng. Vib., 10(3), 27-40.
4.
Gupta,
V.K. (1990). New ideas on response spectrum superposition and modal
interaction, Proc. Ninth Sym. Earthq. Eng., Roorkee, India,
1(2), 43-50.
5.
Gupta,
V.K. and M.D. Trifunac (1990). Response of multistoried
buildings to ground translation and rocking during earthquakes, J. Prob. Eng.
Mech., 5(3), 138-145.
6.
Gupta, V.K. and M.D.
Trifunac (1990). Response of multistoried buildings to
ground translation and torsion during earthquakes, European Earthq.
Eng., IV(1), 34-42.
7.
Trifunac,
M.D. and V.K. Gupta (1991). Pseudo relative acceleration spectrum, J. Eng.
Mech. (ASCE), 117(4), 924-927.
8.
Gupta,
V.K. and M.D. Trifunac (1991). Seismic response
of multistoried buildings including the effects of soil-structure
interaction, Soil Dyn. Earthq. Eng.,
10(8), 414-422.
9.
Gupta, V.K. and M.D. Trifunac
(1991). Effects of ground rocking on dynamic response of
multistoried buildings during earthquakes, Struct.
Eng./Earthquake Eng. (JSCE), 8(2), 43-50.
10.
Gupta, V.K. and
M.D. Trifunac (1992). Higher order peaks in
response of multistoried buildings, Proc. Tenth Wld Conf. Earthq. Eng.,
Madrid, Spain, 7, 3819-3824.
11.
Gupta, V.K. and M.D. Trifunac
(1993). A note on the effects of ground rocking on
the response of buildings during 1989 Loma
Prieta earthquake, Earthq. Eng. Eng. Vib., 13(2), 12-28.
12.
Basu,
B. and V.K. Gupta (1994). Statistics of ordered peaks in a random
response, Proc. Tenth Symp. Earthq. Eng., Roorkee, 907-915.
13.
Agarwal,
P. and V.K. Gupta (1994).
A note on dynamic eccentricities obtained
by using a stochastic approach and IS:1893-1984, Proc.
Tenth Symp. Earthq. Eng.,
Roorkee, 351-359.
14.
Basu,
B. and V.K. Gupta (1995). A probabilistic
assessment of seismic damage in ductile structures, Earthq. Eng.
Struct. Dyn., 24, 1333-1342.
15.
Basu, B. and
V.K. Gupta (1995). A note on
ductility for probabilistic seismic design of structures, European
Earthq. Eng., IX(1), 34-43.
16.
Agarwal, P. and V.K. Gupta
(1995). A stochastic approach to the response of torsionally
coupled multistoried buildings, European Earthq. Eng., IX(2), 44-55.
17.
Gupta,
V.K. and M.D. Trifunac (1995). Discussion on a
paper by W.-H. Wu and H.A. Smith, Earthq. Eng. Struct. Dyn., 24, 1541-1542.
18.
Basu, B. and V.K. Gupta (1996). A note on
damage-based inelastic spectra, Earthq. Eng. Struct. Dyn., 25, 421-433.
19.
Basu, B., V.K. Gupta, and D. Kundu (1996). Ordered peak
statistics through digital simulation, Earthq.
Eng. Struct. Dyn., 25, 1061-1073.
20.
Basu, B., V.K. Gupta, and D. Kundu (1996). A Markovian
approach to ordered peak statistics, Earthq. Eng. Struct. Dyn., 25, 1335-1351.
21.
Shrikhande, M. and V.K. Gupta
(1996). On generating ensemble of design spectrum-compatible
accelerograms, European Earthq. Eng., X(3), 49-56.
22.
Gupta, V.K. (1996). A new modal combination rule for the
building response to earthquakes, Int. Seminar on Civil Eng.
Practices in the Twentyfirst Century, Roorkee, India, III, 1756-1764.
23.
Chandra Sekher, K.V.S.
and V.K. Gupta (1996). A note on IS:
875-1987 approach to along-wind building response, J. Struct. Eng. (SERC),
23(3), 121-127.
24.
Basu, B. and V.K. Gupta
(1996). Expected seismic damage during
narrow-band structural responses, Struct. Eng./Earthq.
Eng. (JSCE), 13(2), 119-123.
25.
Gupta, V.K. (1996). A new stochastic approach for
seismic floor spectra generation, Symp. on Earthq. Effects on
Structures, Plant and Machinery, New Delhi, I(II-4), 1-12.
26.
Gupta, V.K. (1997). Acceleration transfer function
of secondary systems, J. Eng. Mech. (ASCE), 123(7), 678-685.
27.
Basu, B. and V.K. Gupta
(1997). Probabilistic ductility demand including peak
dependence, European Earthq. Eng., XI(1), 3-6.
28.
Agarwal, P. and
V.K. Gupta (1997). Dynamic amplification of
eccentricities in seismic response of
multistoried buildings, European Earthq. Eng., XI(1), 37-45.
29.
Shrikhande, M. and V.K. Gupta
(1997). A generalized approach for the seismic response of
structural systems, European Earthq. Eng., XI(2), 3-12.
30.
Basu, B. and V.K. Gupta (1997). Non-stationary seismic
response of MDOF systems by wavelet transform, Earthq. Eng. Struct. Dyn.,
26, 1243-1258.
31.
Shrikhande, M. and V.K. Gupta
(1997). On evolutionary seismic response and peak factors,
Proc. Structural Eng. Convention 1997, Dept. Civil Eng., I.I.T. Madras,
Chennai, 511-517.
32.
Basu,
U. and V.K. Gupta (1997). A critical analysis of the gust
factor method for chimneys, Proc. Second National Seminar on Wind Eng., SERC, Ghaziabad, 195-206.
33.
Dey,
A. and V.K. Gupta (1997). Response transfer
functions of multiply supported secondary systems,
Proc. 14th SMiRT Conf., Lyon,
France, 8,
285-292.
34.
Basu, B. and V.K. Gupta (1997).
On wavelet-analyzed seismic response of SDOF systems,
Symp. on Time-Frequency and Wavelet Analysis, ASME
Sixteenth Biennial Conf. on Mechanical Vib. and Noise,
Sacramento, U.S.A.
35.
Chandra Sekher, K.V.S. and
V.K. Gupta (1997). Higher modes in along-wind
building response, J. Struct. Eng.
(SERC), 24(3), 181-184.
36.
Basu, U. and V.K. Gupta (1998).
A note on the codal gust factor provisions
for concrete chimneys, The Ind. Conc.
J., 72(5), 259-269.
37.
Dey, A. and V.K. Gupta (1998).
Response of multiply supported secondary systems to
earthquakes in frequency domain, Earthq. Eng. Struct. Dyn., 27, 187-201.
38.
Basu, B. and V.K. Gupta (1998).
A damage-based definition of effective peak
acceleration, Earthq. Eng. Struct. Dyn., 27,
503-512.
39.
Basu, B. and V.K. Gupta (1998). Seismic response
of SDOF systems by wavelet modelling of
nonstationary process, J. Eng. Mech. (ASCE), 124(10),
1142-1150.
40.
Shrikhande, M. and V.K. Gupta (1998). On synthesizing
ensembles of spatially correlated accelerograms, J. Eng. Mech. (ASCE), 124(11),
1185-1192.
41.
Dey, A. and V.K. Gupta
(1999). Stochastic seismic response of
multiply-supported secondary systems in
flexible-base structures, Earthq. Eng. Struct. Dyn., 28, 351-369.
42.
Basu, B. and V.K. Gupta
(1999). Wavelet-based analysis of the
non-stationary response of a slipping foundation, J. Sound Vib., 222(4),
547-563.
43.
Basu,
B. and V.K. Gupta (1999).
On equivalent linearization using wavelet transform, J. Vib. Acoust.
(ASME), 121(4), 429-432.
44.
Shrikhande, M. and V.K. Gupta
(1999). Dynamic soil-structure interaction effects on the seismic
response of suspension bridges, Earthq. Eng. Struct.
Dyn., 28, 1383-1403.
45.
Basu, B. and V.K. Gupta
(2000). Stochastic seismic response of single-degree-of-freedom systems through
wavelets, Eng. Structures, 22, 1714-1722.
46.
Tiwari, A.K. and V.K. Gupta (2000). Scaling of ductility and
damage-based strength reduction factors for horizontal motions, Earthq. Eng.
Struct. Dyn., 29, 969-987.
47.
Basu, B. and V.K. Gupta (2000). Wavelet-based non-stationary
response analysis of a friction base-isolated structure, Earthq. Eng. Struct.
Dyn., 29, 1659-1676.
48.
Gupta, V.K., S.R.K. Nielsen, and P.H. Kirkegaard (2001). A
preliminary prediction of seismic damage-based degradation in RC structures,
Earthq. Eng. Struct. Dyn., 30, 981-993.
49.
Basu, B. and V.K. Gupta (2001). Wavelet-based stochastic
seismic response of a Duffing oscillator, J. Sound Vib., 245(2), 251-260.
50.
Shrikhande, M. and V.K. Gupta (2001). On the characterisation
of the phase spectrum for strong motion synthesis, J. Earthq. Eng., 5(4),
465-482.
51.
Mukherjee¸ S. and V.K. Gupta (2002). Wavelet-based
characterization of design ground motions, Earthq. Eng. Struct. Dyn., 31,
1173-1190.
52.
Ray Chaudhuri, S. and V.K. Gupta (2002). A response-based
decoupling criterion for multiply-supported secondary systems, Earthq. Eng.
Struct. Dyn., 31, 1541-1562.
53.
Rao, V.S.C., S. Ray Chaudhuri, and V.K. Gupta (2002).
Mode-acceleration approach to seismic response of multiply-supported secondary
systems, Earthq. Eng. Struct. Dyn., 31, 1603-1621.
54.
Mukherjee, S. and V.K. Gupta (2002). Wavelet-based generation
of spectrum-compatible time-histories, Soil Dyn. Earthq. Eng., 22(9-12),
799-804.
55.
Ray Chaudhuri, S. and V.K. Gupta (2002). Variability in
seismic response of secondary systems due to uncertain soil properties, Eng.
Structures, 24, 1601-1613. (erratum on Page 847 in the May 2003 issue)
56.
Das, S., I.D. Gupta, and V.K. Gupta (2002). A new attenuation
model for North-East India, Proc. Twelfth Symp. Earthq. Eng., Roorkee, 151-158.
57.
Gupta, V.K. (2002). Developments in response spectrum-based
stochastic response of structural systems, ISET J. Earthq. Tech., 39(4),
347-365.
58. Gupta, V.K.
(2002). Wavelet-based random vibrations in earthquake engineering, Proc.
Seminar on Structural Dynamics in Civil Engineering (SDCE-2002), Department of
Civil Engineering, Indian Institute of Science, Bangalore, 50-65.
59.
Ray Chaudhuri, S. and V.K.
Gupta (2003). Mode acceleration approach for generation of floor spectra
including soil-structure interaction, ISET J. Earthq. Tech., 40(2-4), 99-115.
60.
Chakraborti, A. and V.K.
Gupta (2004). Design spectrum-based scaling of strength reduction factors,
Proc. 13th World Conference on Earthquake Engineering, Vancouver,
Canada, Paper 539, 1-9.
61.
Chakraborti, A. and V.K. Gupta (2005). Scaling
of strength reduction factors for degrading elasto-plastic oscillators, Earthq.
Eng.
Struct. Dyn., 34, 189-206.
62.
Sarkar, K. and V.K. Gupta
(2005). Wavelet-based simulation of Spatially Correlated and
Spectrum-Compatible Accelerograms, Proc. National Symposium on Structural
Dynamics, Random Vibrations & Earthquake Engineering (NSSD-2005),
Department of Civil Engineering, Indian Institute of Science, Bangalore, 69-78.
63.
Das, S., V.K. Gupta, and
I.D. Gupta (2005). Codal provisions of seismic hazard in Northeast India,
Current Science, 89(12), 2004-2008.
64.
Das, S., I.D. Gupta, and V.K.
Gupta (2006). A probabilistic seismic hazard analysis of North-East India,
Earthq. Spectra, 22(1), 1-27.
65.
Karmakar, D. and V.K. Gupta (2006). Design spectrum-based
scaling and parametric study of strength reduction factor spectrum, Proceedings
of the 8th U.S. National Conference on Earthquake Engineering, San
Francisco, U.S.A., Paper 615, 1-10.
66.
Karmakar, D. and V.K. Gupta
(2006). A parametric study of strength reduction factors for elasto-plastic
oscillators, Sādhanā, 31(4), 343-357.
67.
Das, S., V.K. Gupta, and R.
Pradeep Kumar (2006). Design force ratio spectrum for performance-based design
in case of multiple events, Proceedings of the 1st European
Conference on Earthquake Engineering and Seismology, Geneva, Switzerland, Paper
46, 1-9.
68.
Das,
S., V.K. Gupta, and V. Srimahavishnu (2007). Damage-based design with no
repairs for multiple events and its sensitivity to seismicity model, Earthq.
Eng.
Struct. Dyn., 36(3), 307-325.
69.
Karmakar, D. and V.K. Gupta (2007). Estimation
of strength reduction factors via normalized pseudo-acceleration
response spectrum, Earthq. Eng.
Struct. Dyn., 36(6), 751-763.
70.
Kumari, R. and V.K. Gupta
(2007). A modal combination rule for peak floor accelerations in multistoried
buildings, ISET J. Earthq. Tech., 44(1), 213-231.
71.
Banerjee, A. and V.K. Gupta
(2007). A note on significant strong-motion duration definitions, Proceedings
of the International Conference on Civil Engineering in the New Millennium:
Opportunities and Challenges (CENeM-2007), Department of Civil Engineering,
Bengal Engineering and Science University, Shibpur, India, 1, 339-350.
72.
Das, S. and V.K. Gupta (2008). Wavelet-based
simulation of spectrum-compatible aftershock accelerograms, Earthq. Eng. Struct.
Dyn., 37(11), 1333-1348.
73.
Sadhu, A. and V.K. Gupta
(2008). A modal combination rule for ordered peak response under
multi-component ground motion, ISET J. Earthq. Tech., 45(3-4), 79-96.
74.
Gupta, V.K. (2009). Short communication: A new
approximation for spectral velocity ordinates at short periods, Earthq. Eng. Struct.
Dyn., 38(7), 941-949.
75.
Gupta, V.K., M. Kumar, and
D. Kumar (2009). Peak floor accelerations in multistoried buildings,
Proceedings of the International Conference on Earthquake Engineering—On the
Occasion of the 40th Anniversary of Banja Luka Earthquake, Banja Luka, B&H,
Keynote Lecture, Volume on Selected Topics in Earthquake Engineering—From
Earthquake Source to Seismic Design and Hazard Mitigation, 217-235.
76.
Das, S. and V.K. Gupta (2010). Scaling of
response spectrum and duration for aftershocks, Soil Dyn. Earthq. Eng., 30(8),
724-735.
77.
Das, S. and V.K. Gupta (2011). A wavelet-based
parametric characterization of temporal features of earthquake accelerograms,
Eng. Structures, 33, 2173-2185.
78.
Mukhopadhyay,
S. and V.K. Gupta (2013). Directivity pulses in near-fault ground motions—I:
Identification, extraction and modelling, Soil Dyn. Earthq. Eng., 50, 1-15.
79.
Mukhopadhyay,
S. and V.K. Gupta (2013). Directivity pulses in near-fault ground motions—II:
Estimation of pulse parameters, Soil Dyn. Earthq. Eng., 50, 38-52.
80.
Singla,
V.K. and V.K. Gupta (2016). On planar seismic wavefront modeling for estimating
rotational ground motions: Case of 2-D SH line-source, Soil Dyn. Earthq. Eng.,
85, 62-77.
81.
Sarkar,
K., V.K. Gupta, and R.C. George (2016). Wavelet-based generation of spatially
correlated accelerograms, Soil Dyn. Earthq. Eng., 87, 116-124.
82.
Yadav,
K.K. and V.K. Gupta (2017). Near-fault fling-step ground motions:
Characteristics and simulation, Soil Dyn. Earthq. Eng., 101, 90-104.
83.
Pathak,
S. and V.K. Gupta (2017). On nonstationarity-related errors in modal
combination rules of the response spectrum method, J. Sound Vib., 407, 106-127.
84.
Samdaria,
N. and V.K. Gupta (2018). A new model for spectral velocity ordinates at long
periods, Earthq. Eng. Struct. Dyn., 47, 169-194.
85.
Singla,
V.K. and V.K. Gupta (2018). Planar seismic wavefront modeling for estimating
rotational ground motions: Case of 2D P-SV line source, J. Eng. Mech. (ASCE),
144(7), 04018048.
86.
Sen, N. and V.K. Gupta (2018). On estimation of
seismic damage from ductility and hysteretic energy demands in equivalent
oscillators using linear response, Eng. Structures, 172, 663-686.
87.
Singla,
V.K. and V.K. Gupta (2019). Surface rotations due to kinematic shear
dislocation point source in a multilayered elastic medium, Bull. Seism. Soc.
Am., 109(1), 433-447.
88.
Singla,
V.K. and V.K. Gupta (2019). Physics-based planar wavefront model to estimate
seismic rocking spectra using translational spectra, J. Eng. Mech. (ASCE),
145(4), 04019016.
89.
Mukhopadhyay,
S., S. Das, and V.K. Gupta (2019). Wavelet-based generation of
accelerogram-consistent, spectrum-compatible motions: New algorithms and
short-period overestimation, Soil Dyn. Earthq. Eng., 121, 327-340.
90.
Dey,
P. and V.K. Gupta (2020). Effect of residual displacement and sequence of
events on design force ratio spectrum, Soil Dyn. Earthq. Eng., 131, 105974.
91.
Harikrishnan,
M.G. and V.K. Gupta (2020). Scaling of residual displacements in terms of
elastic and inelastic spectral displacements for existing SDOF systems, Earthq.
Eng. Eng. Vib., 19(1), 71-85.
92.
Harikrishnan,
M.G. and V.K. Gupta (2020). Scaling of constant-ductility residual displacement
spectrum, Earthq. Eng. Struct. Dyn., 49, 215-233.
93.
Jaisal, A.K., I.D. Gupta, and V.K. Gupta (2020). Probabilistic
seismic hazard mapping of Northwest India using area sources with non-uniform
spatial distribution of seismicity, ISET J. Earthq. Tech., 57(3), 103-150.
94.
Saifullah,
M. and V.K. Gupta (2020). Normalized residual displacements for bilinear and
pinching oscillators, J. Struct. Eng. (ASCE), 146(11), 04020242.
95.
Scaria,
A., I.D. Gupta, and V.K. Gupta (2021). An improved probabilistic seismic hazard
mapping of peninsular shield region of India, Soil Dyn. Earthq. Eng., 141,
106417.
96.
Pal,
A. and V.K. Gupta (2021). A note on spectral velocity approximation at shorter
intermediate periods, Soil Dyn. Earthq. Eng., 141, 106422.
97.
Singla,
V.K. and V.K. Gupta (2021). An improved planar wavefront model to estimate
rocking seismic motion spectra using translational spectra at a single station,
Soil Dyn. Earthq. Eng., 144, 106612.
98.
Gupta,
A., I.D. Gupta, and V.K. Gupta (2021). Probabilistic seismic hazard mapping of
National Capital Region of India using a modified gridded seismicity model,
Soil Dyn. Earthq. Eng., 144, 106632.
99.
Pal,
A. and V.K. Gupta (2021). Peak factor-based modal combination rule of
response-spectrum method for peak floor accelerations, J. Struct. Eng. (ASCE),
147(7), 04021095.
100.
Das, S. and V.K. Gupta (2022). On contribution of aftershocks
to cumulative seismic damage in RC frames, ISET J. Earthq. Tech., 59(1), 1-26.
101.
Sethi, H. and V.K. Gupta (2022). Effect of multiple events
with no repairs on ductility-based seismic design, ISET J. Earthq. Tech.,
59(2), 47-71.
102.
Banerjee,
A. and V.K. Gupta (2022). A statistical study of inelastic displacement ratio
spectrum for existing structures, Earthq. Eng. Resilience, 1(4), 454-479.
103.
Naqvi,
A.A. and V.K. Gupta (2023). Duration and damping for ground motion characterization
in frequency-domain damage estimation of SDOF structures, Earthq. Eng.
Resilience, 2(3), 335-347.
104.
Naqvi,
A.A., V.K. Gupta, and S. Das (2023). On frequency-domain estimation of increase
in design yield force levels of SDOF structures due to multiplicity of
earthquake events, Earthq. Eng. Resilience, 2(4), 458-478.
105.
Saifullah,
M. and V.K. Gupta (2024). Direct scaling of residual displacements for bilinear
and pinching oscillators, Earthq. Eng. Eng. Vib., 23(1), 129-149.
106.
Dadheech,
S. and V.K. Gupta (2024). Estimation of inelastic displacement ratio spectrum
for existing RC structures via displacement response spectrum, Earthq. Eng.
Struct. Dyn., 53, 4806-4829.
107.
Ghumadwar, A.S. and V.K. Gupta (2024). A response
spectrum-based modal combination rule for peak seismic response using peak
factors, ISET J. Earthq. Tech., 61(3), 71-90.
108.
Ghumadwar,
A.S. and V.K. Gupta (2025). Use of peak factors in response spectrum-based
modal combination rules for peak floor accelerations, J. Eng. Mech. (ASCE),
151(7), 04025024.
109.
Alluri, S.K.R., V.K. Gupta, S. Ray Chaudhuri, and A. Sadhu
(2026). Estimation of ductility demand from linear response peaks in
single-degree-of-freedom systems, ISET J. Earthq. Tech., 63(2), 53-67.
Honors and Awards
·
Young Engineer Award, 1997 from the Indian National Academy of
Engineering (INAE)
·
ISET Biot Award for Significant
Contributions in Earthquake Engineering with Emphasis on Biot Response Spectrum
Method, 2022 from
the Indian Society of Earthquake Technology
(ISET)
·
ISET Hanumantacharaya Joshi Award
for the Best Paper in Structural Dynamics for the block year 2001–2004 from the Indian Society of Earthquake Technology (ISET)
(for Paper # 57 above)
·
ISET B.N. Gupta Award for the Best
Paper in Seismology and Seismotectonics for the block year 2017–2020 from the Indian Society of Earthquake Technology (ISET)
(for Paper # 93 above)
·
Delivered 43rd ISET Annual Lecture entitled Recent Developments in Response
Spectrum-Based Modal Combination Rules on November 15, 2022
·
Editor,
ISET Journal of Earthquake Technology (May,
1998–March, 2013)
·
Vice-President,
Indian Society of Earthquake Technology (ISET)
(April, 2003–March, 2007)
·
Honorary
Fellow, Indian Society of Earthquake
Technology (ISET) (since December, 2024)
·
Associate
Editor, ASCE
Journal of Structural Engineering (January, 2004–December, 2014)
·
Fellow,
Indian National Academy of Engineering (INAE)
(since January, 2005)
WAVGEN_2
This program has been written to generate a synthetic accelerogram via the
modification of a recorded accelerogram, such that the generated accelerogram
is compatible with a specified PSA spectrum. WAVGEN_2 is an updated version of
the original WAVGEN program, now called as WAVGEN_1. The executable version of
this program is available at http://home.iitk.ac.in/~vinaykg/wavgen.htm.