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Challamel N.
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Challamel N.
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Challamel N.
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1
The small length scale effect for a non-local cantilever beam: A paradox solved
by
Challamel
,
N
.
,
Wang, C.M.
Published 2014
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2
On lateral-torsional buckling of non-local beams
by
Challamel
,
N
.
,
Wang, C.M.
Published 2014
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3
Exact lateral-torsional buckling solutions for cantilevered beams subjected to intermediate and end transverse point loads
by
Challamel
,
N
.
,
Wang, C.M.
Published 2014
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4
Discrete systems behave as nonlocal structural elements: Bending, buckling and vibration analysis
by
Challamel
,
N
.
,
Wang, C.M.
,
Elishakoff, I.
Published 2014
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5
Eringen's small length scale coefficient for buckling of nonlocal Timoshenko beam based on microstructured beam model
by
Zhang, Z.
,
Challamel
,
N
.
,
Wang, C.M.
Published 2014
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6
Bending, buckling, and vibration of micro/nanobeams by hybrid nonlocal beam model
by
Zhang, Y.Y.
,
Wang, C.M.
,
Challamel
,
N
.
Published 2014
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7
Analytical length scale calibration of nonlocal continuum from a microstructured buckling model
by
Challamel
,
N
.
,
Lerbet, J.
,
Wang, C.M.
,
Zhang, Z.
Published 2014
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8
Development of analytical vibration solutions for microstructured beam model to calibrate length scale coefficient in nonlocal Timoshenko beams
by
Duan, W.H.
,
Challamel
,
N
.
,
Wang, C.M.
,
Ding, Z.
Published 2014
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9
Calibration of Eringen's small length scale coefficient for initially stressed vibrating nonlocal Euler beams based on microstructured beam model
by
Wang, C.M.
,
Zhang, Z.
,
Challamel
,
N
.
,
Duan, W.H.
Published 2014
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10
Revisiting finite difference and finite element methods applied to structural mechanics within enriched continua
by
Challamel
N
.
,
Picandet V.
,
Collet B.
,
Michelitsch T.
,
Elishakoff I.
,
Wang, Chien Ming
Published 2016
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11
Revisiting finite difference and finite element methods applied to structural mechanics within enriched continua
by
Challamel
,
N
.
,
Picandet, V.
,
Collet, B.
,
Michelitsch, T.
,
Elishakoff, I.
,
Wang, C. M.
Published 2015
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