Harmonic Analysis: Alloy/Sandwich Panels Theories & Methods

In summary, the best method for performing harmonic analysis on sandwich panels with orthotropic properties is by using a finite element model with composite shell elements. Analytical or semi-analytical methods can also be used, but the structure must first be reduced to a well-defined shape. A detailed understanding of the structure's geometry and materials is necessary for accurately determining the most suitable method of analysis.
  • #1
kashoo
41
0
How can we perform Hramonic Analysis on Sandwich Panels having orthotropic Properties...What are limitation of this analysis...can i have a detailed document related to theortical ,Analytical and Experimental Methods of Perfroming Harmonic (Dynamic Analysis) on Alloy or Sandwich Panels.
 
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  • #2
Your question is a pretty tough one as apparent from the numerous replies .. :biggrin: ... hope this still helps.

The most accurate method of vibration / dynamic analysis of a general orthotropic composite shell like structure you're considering would be to do a simple finite element model of the box - like structure (remember you describing in other thread) using composite shell elements. This way the material could be either described using either as being generally orthotropic, or by inputting the composite ply properties in each layer (the alloy case naturally isn't all that difficult).

On using either analytic or semi-analytic methods, the methods applied are the same as typically in different forms of dynamic analysis (with non-composite materials), the usual question arising is whether the structure you're working on can be reduced to an element which can be assessed using analytical means (to a well defined shell, plate, beam etc. structure, and how do the structural specifics couple with the material property distribution in this particular case). If such "reduction" can be attained, the different forms of analysis you've mentioned (other thread again) you need to assess are then easier to complete. If that is not the case, as a first approximation it can be feasible to use "semi-analytical" means, for example classical solutions of non-composite structure which have been corrected for composite structures using experimental and numerical analysis results etc.

If this is still relevant we can try to iterate this towards a more detailed solution. First off, a detailed (dimensioned) scheme/description of the structure along with the specification of different materials could be used more accurately figure out what sort of method would best suit your case (i.e. whether a non-numerical approach will bite) and whether a sort of a "semi-analytical" approach as described above were feasible (such would give the most accurate results with the least amount of work).
 
  • #3
Very Very Difficult Reply...I think i would rather re check material library of FEM ..to understand ur reply...:)...Anyway thanks for ur reply...(atlast i got one reply regarding this topic) ...hope to listen u again
 
  • #4
... and I thought for once I was being clear enough ... :biggrin: & LOL. Anyways, composite problems do have their complications, but if you want to dig in deeper we can do so starting from the geometry and materials of the problem. Of course if you have access to FEM tools that is one pretty sure way of procuring a solution.
 

1. What is Harmonic Analysis and why is it important in the study of Alloy/Sandwich Panels?

Harmonic Analysis is a mathematical method used to study and analyze the behavior of complex systems, such as Alloy/Sandwich Panels. It involves breaking down a complex system into simpler components to better understand its properties and behavior. In the study of Alloy/Sandwich Panels, Harmonic Analysis is important because it allows scientists to predict and control the mechanical, thermal, and acoustic properties of these materials.

2. How does Harmonic Analysis help in the design and optimization of Alloy/Sandwich Panels?

Harmonic Analysis provides a detailed understanding of the behavior of Alloy/Sandwich Panels, allowing scientists to predict and optimize their properties. By studying the response of these panels to different excitation frequencies, Harmonic Analysis helps in identifying the optimal design parameters for improved performance and durability.

3. What are the different methods used in Harmonic Analysis for studying Alloy/Sandwich Panels?

There are several methods used in Harmonic Analysis for studying Alloy/Sandwich Panels, including Finite Element Analysis (FEA), Modal Analysis, and Frequency Response Analysis. FEA involves breaking down the panel into small elements and analyzing their behavior under different excitation frequencies. Modal Analysis studies the natural frequencies and mode shapes of the panel, while Frequency Response Analysis looks at the panel's response to different input frequencies.

4. What are some common theories used in Harmonic Analysis for Alloy/Sandwich Panels?

Some common theories used in Harmonic Analysis for Alloy/Sandwich Panels include laminated plate theory, shear deformation theory, and classical plate theory. These theories provide a simplified mathematical model for the behavior of the panels under different loading and boundary conditions, making it easier to analyze and predict their performance.

5. How is Harmonic Analysis applied in real-world applications of Alloy/Sandwich Panels?

Harmonic Analysis has numerous real-world applications in the field of Alloy/Sandwich Panels, including aerospace, automotive, and construction industries. It is used to optimize the design of these panels for improved performance and reduced weight, leading to more fuel-efficient vehicles and stronger, lighter structures. Harmonic Analysis is also used to predict and prevent potential failures or damage in Alloy/Sandwich Panels, ensuring their safe and reliable use in various applications.

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