LSWFLeo Schmidt-Hollburg Witte & Frank (law firm; Hamburg, Germany)
LSWFLife Settlements Wholesale Fund (Australia)
LSWFLogistical Support Without Funding
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References in periodicals archive ?
Long and Atluri proposed MLPG for bending of thin (Kirchhoff) plates based on MLS approximants and local symmetric weak form (LSWF).
Young's modulus is considered to be graded through the thickness of plates by an exponential function while Poission's ration is taken as constant while LSWF was derived.
[1] proposed a new integration method in a local domain, based on a Local Symmetric Weak Form (LSWF).