Lankuei Huang
About Lankuei Huang
Lankuei Huang is a Water Engineer at Arup with extensive experience in hydraulic engineering and advanced hydraulic modeling software.
Professional Title and Current Role
Lankuei Huang is currently employed as a Water Engineer at Arup. He has held this position since 2015, contributing to various projects that require specialized knowledge in the water industry.
Previous Experience in Hydraulic Engineering
Prior to his role at Arup, Lankuei Huang worked as a Hydraulic Engineer at Environment and Infrastructural Technologies (EITCO) from 2011 to 2014 in Taipei City, Taiwan. During this period, he gained significant experience in hydraulic engineering. Before EITCO, he was employed for six months at GT International, also in Taipei City, Taiwan, serving in a similar capacity.
Academic Background in Engineering
Lankuei Huang holds two Master's degrees. He earned a Master's Degree in Water and Environmental Engineering from Loughborough University, completed between 2014 and 2015. He also holds another Master's Degree in Hydraulic and Ocean Engineering from National Cheng Kung University, earned in 2009-2010. Additionally, he completed his Bachelor's Degree in Hydraulics and Ocean Engineering from National Cheng Kung University between 2004 and 2008.
Technical Skills and Expertise
Lankuei Huang utilizes advanced hydraulic modeling software like InfoWorks ICM, MicroDrainage, EPANET, and MODFLOW to create detailed hydraulic models. His technical proficiency extends to drainage network assessment and overland flow pattern analysis, contributing to effective surface water management solutions. His strong analytical skills aid in the ongoing development of the water industry, with a growing interest in data analysis automation.
Collaborative Approach
Lankuei Huang enjoys cross-disciplinary collaboration, working across different domains to achieve quality and practical solutions. His approach is effective in various scales and diverse projects, ensuring successful outcomes through teamwork and integration of multiple perspectives.