What is he best known for?
The fields of study Eric Reissner is best known for:
- Elasticity (physics)
- Bending
- Plate theory
In the subject of general Calculus (dental), his work in Dentistry is often linked to Applied mathematics and Mathematical economics, thereby combining diverse domains of study.
Much of his study explores Dentistry relationship to Calculus (dental).
Other disciplines of study, such as Anisotropy and Mechanics, are mixed together with his Optics studies.
He undertakes multidisciplinary investigations into Anisotropy and Composite material in his work.
Composite material is closely attributed to Shear (geology) in his research.
He combines Mechanics and Optics in his studies.
Eric Reissner regularly ties together related areas like Finite element method in his Structural engineering studies.
As part of his studies on Finite element method, Eric Reissner frequently links adjacent subjects like Structural engineering.
His work blends Geometry and Mathematical analysis studies together.
His most cited work include:
- The Stresses in Cemented Joints (1157 citations)
- Bending and Stretching of Certain Types of Heterogeneous Aeolotropic Elastic Plates (558 citations)
- On a certain mixed variational theorem and a proposed application (365 citations)
What are the main themes of his work throughout his whole career to date
Eric Reissner connects relevant research areas such as Shear (geology), Shell (structure) and Bending in the realm of Composite material.
His studies link Composite material with Shear (geology).
His research on Thermodynamics often connects related areas such as Finite element method and Bending.
He combines topics linked to Structural engineering with his work on Finite element method.
His Structural engineering study frequently links to adjacent areas such as Transverse plane.
His Mechanics research includes elements of Geometry and Classical mechanics.
Eric Reissner incorporates Geometry and Mechanics in his research.
In his works, he performs multidisciplinary study on Classical mechanics and Thermodynamics.
His research ties Boundary value problem and Mathematical analysis together.
Eric Reissner most often published in these fields:
- Mathematical analysis (54.43%)
- Structural engineering (50.63%)
- Composite material (46.84%)
What were the highlights of his more recent work (between 1989-1996)?
- Structural engineering (100.00%)
- Transverse plane (100.00%)
- Classical mechanics (75.00%)
In recent works Eric Reissner was focusing on the following fields of study:
His Optics investigation overlaps with other disciplines such as Anisotropy and Mechanics.
While working in this field, Eric Reissner studies both Anisotropy and Optics.
In his works, Eric Reissner conducts interdisciplinary research on Mechanics and Classical mechanics.
His studies link Deflection (physics) with Classical mechanics.
Many of his studies on Structural engineering involve topics that are commonly interrelated, such as Transverse plane.
Transverse plane connects with themes related to Structural engineering in his study.
Order (exchange) is closely attributed to Finance in his study.
Many of his studies on Finance apply to Order (exchange) as well.
His work blends Bending and Bending of plates studies together.
Between 1989 and 1996, his most popular works were:
- Anisotropic Beam Theories With Shear Deformation (23 citations)
- On the equations of an eighth-order theory for nonhomogeneous transversely isotropic plates (13 citations)
- A mixed variational equation for a twelfth-order theory of bending of nonhomogeneous transversely isotropic plates (12 citations)
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