Master of Science (MS), Ohio University, 2017, Mechanical Engineering (Engineering and Technology)
Concentrated suspensions have been an area of research for years, with wide range of applications in industry and nature. One of the main issues encountered when handling such materials is the development of particle concentration inhomogeneities under shear, as a result of sedimentation and Shear Induced Migration (SIM). Experimental techniques to study the dynamics of suspension flows thus require high spatial and temporal resolutions to capture profiles of solid volume fraction in both transient and steady-state conditions. When optical access is possible, methods like particle tracking are employed due to their high temporal and spatial resolutions; however, optical access is limited in real systems and even in the majority of model suspensions. In these last cases, methods involving Nuclear Magnetic Resonance (NMR) are employed. These methods require the use of homemade devices, which makes them rare and expensive. Moreover, the time required for data acquisition is large, making them incapable of studying fast changes and monitoring volume fraction evolutions continuously. Available methods may thus not fully meet all the requirements to study most suspension flows.
The objective of this thesis is to study SIM of particles in yield stress fluids. The contribution of this thesis comes into two parts. First, we introduce a new technique based on X-ray radiography with high temporal (O(0.1 sec)) and spatial (O(10 μm)) resolutions to overcome the above-mentioned limitations. This technique allows us to study the evolution of the solid volume fraction in fast suspension flows regardless of optical access. We benefit from the axial symmetry in our flow configuration, a wide gap Couette setup, to extract a 3D solid volume fraction field from a single X-ray projection image. We propose a mathematical algorithm based on the inversion of Abel transform in conjunction with H1 regularization and data denoising to measure the solid volume fraction field in suspensions i (open full item for complete abstract)
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Committee: Sarah Hormozi Dr. (Advisor); David Bayless Dr. (Committee Member); Alexander Neiman Dr. (Committee Member); Monica Burdick Dr. (Committee Member)
Subjects: Engineering; Mechanical Engineering; Mechanics