PhD Project on Complex Matrices: Wetsus, a leading research institute, invites applications for a PhD position focused on improving the understanding and optimization of coagulation and flocculation processes in complex matrices. This project aims to develop data-driven and kinetic models for the effective removal of micro- and nanoparticles from water bodies, addressing modern challenges in water treatment.
PhD Project on Modeling Coagulation/Flocculation Processes in Complex Matrices
Designation
PhD Researcher
Research Area
- Coagulation/Flocculation Processes
- Water Treatment and Environmental Engineering
- Data-Driven Modelling
Location
Wetsus Research Institute, Oostergoweg 9, 8911 MA Leeuwarden, Netherlands
Eligibility/Qualification
- Master’s degree (MSc) in Chemical Engineering, Analytical Chemistry, Chemometrics, or equivalent.
- Previous experience in data-driven modeling.
- Affinity for interdisciplinary research and the ability to address complex challenges.
- Strong analytical and independent working skills.
Job Description
The selected candidate will undertake the following responsibilities:
- Analyze extensive datasets to identify key parameters affecting the coagulation and flocculation processes.
- Perform experiments and create reliable datasets under varying conditions to clarify process indicators.
- Develop new, effective kinetic and data-driven models to optimize coagulation and flocculation processes.
- Collaborate with supervisors and project partners to enhance process control in environmental and industrial wastewater matrices.
How to Apply
Interested candidates should submit their applications via the online application portal before the deadline, ensuring that all submitted documents are in English and complete. Applications must include:
- CV
- Motivation letter (max 1 page)
- Copy of degree and grades
- Reference letters (1-2 signed, dated within the last year)
Please refer to the Guide for Applicants for detailed instructions on preparing your application.
Last Date to Apply
Until position filled
