Shell Thickness
Shell Thickness - Related Videos
07:59
Murine Full-thickness Skin Transplantation
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Cited by 41 •
2017
Murine full-thickness skin transplantation is a well-established model to study rejection in an alloimmune setting. Here, we provide a tutorial of each step involved in performing a BALB/c-->C57BL/6 full-thickness skin transplant.
08:17
Organotypic Culture of Full-thickness Adult Porcine Retina
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Cited by 19 •
2011
Here we describe a cost-effective technique for organotypic culture of adult porcine retina for seven days. Briefly, a sterile filter paper was used to lift the neural retina off from the RPE and place photoreceptor side up on an insert raised by a custom-made stand.
03:13
Lymphedema Ultrasonography: A Technique to Measure the Change in Thickness of an Affected Tissue
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2023
This video utilizes ultrasonography for diagnosis and follow-up tests to determine treatment efficacy of Progressive Resistance Exercise (PRE) in breast cancer-related lymphedema (BCRL). Ultrasonography can be applied effectively to ensure diagnosis and treatment of lymphedema.
08:35
Generation of a Three-dimensional Full Thickness Skin Equivalent and Automated Wounding
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Cited by 53 •
2015
The goal of this protocol is to build up a three-dimensional full thickness skin equivalent, which resembles natural skin. With a specifically constructed automated wounding device, precise and reproducible wounds can be generated under maintenance of sterility.
01:23
Design Example: Deciding Thickness of Lubricating Fluid in a Shaft
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2025
Effective lubrication between a rotating shaft and its bearing housing is essential in rotating machinery to minimize friction, wear, and energy loss. With carefully controlled thickness and viscosity, the lubricant layer prevents metal-to-metal contact, ensuring smooth operation. To calculate the required thickness of the lubricant layer, the tangential velocity at the shaft's surface must first be determined. This velocity is calculated by converting the rotational speed to angular velocity...
FAQs
Increasing shell thickness can improve strength and stiffness while also increasing weight and material use. The design effect depends on the shell’s geometry, material properties, applied loads, and boundary conditions. Engineers therefore evaluate whether added thickness meaningfully reduces stresses, deformation, or buckling risk rather than treating thickness alone as a complete measure of structural reliability.
Pressure creates loading conditions that can strongly influence stresses and deformation in curved shells. Internal pressure is particularly relevant for tanks, pipelines, and pressure vessels, while external pressure can create important stability concerns. Evaluating the pressure condition helps engineers select a thickness that addresses both structural demand and the possibility of local or global buckling.
Cylindrical, spherical, and conical shells respond differently because their curved geometries distribute loads and pressure in different ways. Consequently, engineers cannot select one thickness rule for every shell shape. The geometry must be considered together with material properties, applied loads, and boundary conditions to assess stresses, deformation, and stability for the specific component.
Local and global buckling represent different scales of structural instability that engineers consider when evaluating a shell. A design may need to resist instability in a limited region as well as an overall loss of structural form. Shell thickness is therefore assessed alongside geometry, loading, material properties, and boundary conditions to address both possible failure patterns.
Engineers first consider the shell geometry, material properties, applied loads, pressure conditions, and boundary conditions. They then evaluate the resulting stresses, deformation, and risks of local or global buckling. Finally, the selected thickness is balanced against weight, material use, manufacturability, and cost, producing a design that supports structural reliability without unnecessary material.
Shell thickness analysis supports the design of tanks, pipelines, pressure vessels, aircraft structures, storage containers, and architectural roofs. These applications differ in geometry, loading, and pressure conditions, but each requires a balance between structural safety and practical constraints. The analysis helps engineers determine how much material is needed for reliable performance in the intended structure.
A structurally adequate thickness is only one part of an engineering design decision. Greater thickness can increase weight and material use, while the chosen design must also remain manufacturable and economically practical. Engineers compare these considerations with the need to control stresses, deformation, and buckling risk, allowing thickness to support safety without creating avoidable production or cost burdens.
Shell thickness connects structural analysis with practical design choices. It influences strength, stiffness, weight, safety, material consumption, manufacturability, and cost across many curved components. In engineering, evaluating thickness provides a way to relate geometry and loading conditions to expected structural behavior, helping determine whether a tank, pipeline, aircraft structure, roof, or container can meet its design requirements.