Master thesis : In silico model for Gel Aspiration-Ejection (GAE) process in the context of clinical peripheral nerve repair
Pitti, Estelle
Promotor(s) : Geris, Liesbet ; Shipley, Rebecca
Date of defense : 27-Jun-2022/28-Jun-2022 • Permalink : http://hdl.handle.net/2268.2/14384
Details
Title : | Master thesis : In silico model for Gel Aspiration-Ejection (GAE) process in the context of clinical peripheral nerve repair |
Translated title : | [fr] Modèle in silico pour le processus d'aspiration-éjection de gel (GAE) dans le contexte de la réparation clinique des nerfs périphériques |
Author : | Pitti, Estelle |
Date of defense : | 27-Jun-2022/28-Jun-2022 |
Advisor(s) : | Geris, Liesbet
Shipley, Rebecca |
Committee's member(s) : | Ruffoni, Davide
Desaive, Thomas Phillips, James |
Language : | English |
Number of pages : | 91 |
Keywords : | [en] Stabilisation methods, peripheral nerve injury, collagen gel, mathematical modelling |
Discipline(s) : | Engineering, computing & technology > Mechanical engineering |
Research unit : | UCL Centre for Nerve Engineering |
Target public : | Researchers Professionals of domain Student |
Institution(s) : | Université de Liège, Liège, Belgique |
Degree: | Master en ingénieur civil biomédical, à finalité spécialisée |
Faculty: | Master thesis of the Faculté des Sciences appliquées |
Abstract
[en] Damage caused to peripheral nerves is called peripheral nerve injury which affects about
300,000 people in Europe a year. Even if the peripheral nervous system has the ability to
regenerate naturally, depending on the severity of the injury, this natural repair process is
not efficient enough. In most cases, a complete recovery is prevented and leads to heavy
consequences for the patient and for our society due to lifelong disabilities and refractory
neuropathic pain. A promising peripheral nerve repair solution is the Engineered Neural
Tissue (EngNT).
Current active research and literature works focus on identifying the optimal design of EngNT constructs to promote peripheral nerve repair. However, the manufacturing methods
to produce this optimal design are also an essential factor. They consist in preparing the
collagen gel and then stabilising it, by expelling most of the fluid from the matrix to provide
the EngNT with the desired structure and properties. There are two recent promising
stabilisation processes which are the Plastic Compression (PC) and the Gel Aspiration
Ejection (GAE). They are used but have not been properly studied yet leading to a lack
of control and process understanding. That is why this research work tries to provide
an answer in three steps on how to build a primary mathematical model to initiate the
control of the stabilisation methods to target the production of the desired EngNT design.
The first step is a background study to define the features to model. The second step
identifies the mathematical model focus. Indeed, the combination of modelling and experiments is found to be a powerful tool to control the stabilisation methods. However, the
current stage in this integrated approach is the implementation of a primary mathematical
model which first needs a model focus. A dynamic analysis has been chosen to target the
aspiration stage of the construct in the cannula during the GAE method. The third step
implements the model and answers to its focus. The chosen model for this research shows
that an important dissipation at the wall boundaries is present due to fluid friction during
the aspiration stage of the GAE process. Excessive aspiration pressure involves high dissipation which leads to elastic failure of the construct in the cannula. In successful cases,
the aspiration stage has not been found to be the origin of cell death while it might be the
cause of cells’ alignment on the top of the construct, especially for small cannula diameters.
Through the three steps and the model implementation, this research work highlights
the potential of modelling for the control of stabilisation methods, opens the path for
longer studies and provides a first understanding of the aspiration process in the GAE
method.
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