@Article{icces.2023.09622,
AUTHOR = {Félix R. Saucedo Zendejo},
TITLE = {A	Review	of	Differential	Form	Meshfree	Methods	for	Industrial	 Applications},
JOURNAL = {The International Conference on Computational \& Experimental Engineering and Sciences},
VOLUME = {26},
YEAR = {2023},
NUMBER = {1},
PAGES = {1--1},
URL = {http://www.techscience.com/icces/v26n1/53900},
ISSN = {1933-2815},
ABSTRACT = {This	 report	 documents	 the	 application	 and	 development	 of	 differential	 form	 meshfree	 methods	 for	 the	
numerical	simulation	and	modeling	in	engineering	applied	problems.	Some	of	the	features	of	this	family	of	
methods	include	its	good	numerical	stability,	the	ease	boundary	condition	incorporation,	the	approximation	
of	the	governing	equations	directly	in	the	nodes	that	discretize	the	domain	and	the	ease	with	which	they	can	
be	numerically	implemented	[1-2].	Moreover,	 their	meshless	nature	gives	 them	 the	advantage of	dealing	
with	 fragmentation	and	highly	distorted	domains	without	the	use	of	computational	expensive	remeshing	
approaches.	All	these	characteristics	have	promoted	its	application	in	different	industrial	problems	over	the	
years	[3].	Therefore,	some	details	about	its	numerical	implementation,	as	well	as	the	common	features	found	
in	 this	 family	 of	 methods	 will	 be	 presented,	 followed	 by	 a	 description	 of	 the	 different	 applications	 in	
industrial	problems,	comparisons	with	other	numerical	 techniques	as	well	as	an	analysis	of	 the	different	
results	obtained	in	order	to	demonstrate	the	potential	of	this	family	of	methods	for	dealing	with	different	
engineering	problems	and	to	introduce	promising	future	fields	of	application.},
DOI = {10.32604/icces.2023.09622}
}