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Quarter strategy meeting. 31st May 2019 Gabriele Humbert. OUTLINE. What is SMART? Research outputs & thesis assembly Skills development SWOT analysis. S.M.A.R.T. philosofy. The establishing of all objectives should be created using a S.M.A.R.T. philosophy :
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Quarter strategy meeting 31stMay 2019 Gabriele Humbert
OUTLINE • Whatis SMART? • Researchoutputs & thesisassembly • Skillsdevelopment • SWOT analysis
S.M.A.R.T. philosofy The establishing of allobjectivesshould be createdusing a S.M.A.R.T. philosophy: Specific: whatis to be done? Measurable: howwillyouknowitmeetsexpectations? Achievable: can I do it? Relevant: shouldit be done? Time-Oriented: whenitwill be done?
Specific: whatis to be done? Broaderpicture: • Produce relevantscientificresults; • Identify a narrative for formythesis; • To developedresearch and personal skills. To achievethese major goals, planning isessential.
Target identification • Researchquestions must be found and addressed. • My first researchquestionwill be: can the design of thermochemicalsorptionenergystorage be improved by topologyoptimization?[1] How? [1] Topology optimisation of biphasic adsorbent beds for gas storage, Amigo et Al., 2018
Relevant: TCES design challenges[1] • Improving of the adsorbent bed geometry; • Control of heatcapacity; • Improving of heat transfer; • Improving of mass transfer; • … [2] Hierarchyconcepts: zeolytecontainingmaterials, Schewieger et Al., 2016 [1] Sorption thermal storage for solar energy, Yu et Al., 2013
Heat and mass transfer enhancement [1] Ammonia Ab- and Desorption in SrCl2 for Application in Thermochemical Storage System for Waste Heat Recovery Karabanova et. Al., EUROTHERM 2019 [2] Thermochemical process for seasonal storage of solar energy: Characterization and modeling of a high density reactive bed, Benoit M. et Al, 2012
Whatis to be done? Nextquarterstrategy: • The nextproblems to address are: - Steady-state simplifiedsorptionphenomena. - Top Opt for transientphenomena; Mainobjective of nextmonths work!
TO transientphenomena • Evaluation and storing of the sensitivityateach time-step from COMSOL and thenintegratingthembackward in time to solve the Adjointproblem in MATLAB. • Can the Sensitivity from COMSOL be calculatedateachtimestep? MidJune
Finaladjoint The system can be solve by backwardsubsitution: For n= The discrete sensitivityfieldiscalculated: Matlab script: End of August
Simplifiedadsorptionphenomena • Pressure drivenvelocity:Darcy’s law; • Isothermalreactor (no energyequation); • Steady-State; • Rate of reaction: linear function of vapourconcentration. • NavierStokes for fluiddynamics; • Isothermalreactor (no energyequation); • Steady-State; • Rate of reaction: linear function of vapourconcentration. =
Steady-state Sorptionphenomena: Modelingstrategy • 2D geometry. • Mass transfer modeling; • COMSOL implementation and verification; • TO of mass transfer in simplifiedsorptionphenomena; • Heat and mass transfer modeling; • COMSOL implementation and verification; • TO of heat&masstransfer in simplifiedsorptionphenomena; MidJune MidJune End June MidJuly MidJuly End August
Knowledge base Subjectknowledge & code language:hands-on the script can help to increase the TO algorithmaspectsand to increase the knowledge of the in-house MATALB code language; Problemsolving: Isolates basic themes of own research how to split the script in sub-problems? Cognitive abilities Perseverance: Demonstrates self-discipline, deal effectively with the routine aspects of research. Personal qualities Time management: Establishing my own time-management system, responds on flexibility. Self management
Sensibleheatstorage:steady state approximation B.C. : Transient TO needed!
Complex-fluids HE: Modelingstrategy • 2D geometry. • Heat transfer; • Newtonian laminar flow; • Heattransfer + newtonian laminar flow; • Non-Newtonian laminar flow; • Heat transfer + Non-Newtonian/supercritical laminar flow.
SStrength WWeakness O Opportunities Limited comprehension about the MATLAB code; Still not able to solve TO for transient phenomena; Lack of network in the Top Opt aspects; Continuation scheme formulation. Research priorities for the next months are clear; The TO tool works well, the wiki is well written; Improved knowledge about the use of the TO tool and possible applications/limits. Plenty of expertise in the thermochemical energy storage field in ChemEng; Other research groups working in Top Opt; A lot of possibilities for thermochemical energy storage design improvement.
Needs • Can I talk with the guywhosaid COMSOL can compute sensitivities in time? • Isthereanyoneworking with the TO tool? e.g. Behrou’sgroup • Networking in TO, butthis can be doneafterhaving some reuslts.
The Brinkman friction term F(s)=-α(s)uis introduced to penalize fluid velocities in the solid material (α is impermeability). F assumes large values in the solid region. To further penalize convective heat transfer in the solid region Material interpolation for the thermal conductivity k(s) and volumetric heat generation q(s)
Sensitivityanalysis • Total residual vector; • Generic state variable; • Vector of adjoint variables; = qjis a genericoptimizationcriterion Matrix: () x () The sparsity pattern depends on the schemeadopted! number of time steps; number degrees of freedom
Hp. ImplicitEulerscheme (unconditionallystable) lowerbidiagonalmatrix: