**OS-T: 5000 2D Shape Optimization of a Cantilever Beam**

In this tutorial you will perform a shape optimization on a cantilever beam modeled with shell elements.**OS-T: 5010 Cantilever L-beam Shape Optimization**

In this tutorial you will perform a shape optimization on an L-section cantilever beam modeled with shell elements.**OS-T: 5020 3D Bracket Model using the Free-shape Method**

In this tutorial you will perform a shape optimization on a solid bracket model using the Free Shape optimization method. The objective of this optimization is to reduce the stress by changing the geometry of the bracket model.**OS-T: 5030 Buckling Optimization of a Structural Rail**

In this tutorial, you will perform a size and shape optimization on a structural rail to increase the buckling factor, thereby increasing the load it can carry before buckling. The rail has external forces applied at one end, and is constrained in all degrees of freedom at the other end. By performing buckling optimization, the buckling factor can be increased and thereby increase critical buckling force.**OS-T: 5040 Rail Joint**

In this tutorial you will perform a shape optimization on a rail-joint. The rail-joint is made of shell elements and has one load case. The shape of the joint is modified to satisfy stress constraints while minimizing mass.**OS-T: 5050 4 Bar Linkage**

In this tutorial you will set up the structural optimization problem of MBD systems with HyperMesh, and run the shape optimization job in OptiStruct.**OS-T: 5060 3D Model using the Free-shape Method with Manufacturing Constraints**

In this tutorial you will perform a shape optimization on a solid model using the free-shape optimization method along with manufacturing constraints, such as symmetry and mesh barrier constraints. The objective of this optimization is to reduce the stress by changing the geometry of the model.**OS-T: 5070 Fatigue Optimization of a Torque Control Arm**

In this tutorial you will perform a free-shape fatigue optimization on a torque control arm. The objective of this optimization is to increase the fatigue life of the control arm by changing the geometry of the model.**OS-T: 5080 Global Search Optimization**

In this tutorial you will perform a Global Search Optimization (GSO) with shape design variables.**OS-T: 5090 Thermal Optimization on Aluminum Fins**

In this tutorial you will perform a shape optimization on an example of aluminum fins.**OS-T: 5100 Stress Response based on Neuber Correction Method**

The tutorial demonstrates Neuber shape optimization to reduce the stress concentration at the fillet regions by changing its shape.