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Numerical violin analysis

Numerical analysis violin. Violin research. Violin analysis. Violin modelling. Resonance frequencys violin. Modal analysis violin. Numerical violin.

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Numerical violin analysis | violin-analysis.com Reviews
<META>
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Numerical analysis violin. Violin research. Violin analysis. Violin modelling. Resonance frequencys violin. Modal analysis violin. Numerical violin.
<META>
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1 violin
2 analysis
3 prof
4 peter carlsson
5 mats tinnsten
6 mid sweden university
7 geometrical model
8 fem model
9 varying arch height
10 varying thickness
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Numerical violin analysis | violin-analysis.com Reviews

https://violin-analysis.com

Numerical analysis violin. Violin research. Violin analysis. Violin modelling. Resonance frequencys violin. Modal analysis violin. Numerical violin.

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Numerical violin analysis

http://www.violin-analysis.com/different-thickness.html

Analysis with material parameters from Haines. Violin top with f-hole. All analysis are performed with constant (maximum) arch height of 13 mm and constant material parameters (spruce with the density of 482 kg/m. F2 = X mode, F5 = Ring mode. The thickness distribution on the top is constant. The values of (constant) thickness in the graph below vary from 1,8 to 3,8 mm.

2

Numerical violin analysis

http://www.violin-analysis.com/fem-model.html

Analysis with material parameters from Haines. The finite element model of the violin top has been generated by using. The violin top below have a maximum arch height of 14 mm.

3

Numerical violin analysis

http://www.violin-analysis.com/publication-list.html

Analysis with material parameters from Haines. Papers in international journals. Carlsson, P., Tinnsten, M. (2007). Geometrical Compensation for Varying Material Properties in Bows by the use of Numerical Optimization. In Acta Acustica united with Acustica, ISSN 1610-1928, S. Hirzel Verlag. Carlsson, P., Tinnsten, M. (2003). A Distributed Computing System used for Concurrent Optimization Methods on a Violin Top. Carlsson, P., Tinnsten, M (2003). In Holzforschung, Vol. 57, pp. 101-105. In Structural Optim...

4

Numerical violin analysis

http://www.violin-analysis.com/geometrical-model.html

Analysis with material parameters from Haines. The geometrical model of the violin top has been generated by using. Violin top with a maximum arch height of 8 mm (below). Violin top with a maximum arch height of 1. Violin top with a maximum arch height of 18.

5

Numerical violin analysis

http://www.violin-analysis.com/analysis-on-haines-material.html

Analysis with material parameters from Haines. Violin top with f-hole. Constant thickness of 2,8 mm and constant arch height of 13 mm. Varying material parameters from:. Haines - Mechanical Properties of Wood. CASJ Vol 4, No. 2 (Series II), November 2000 (listed below).

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Numerical violin analysis

Analysis with material parameters from Haines. Violin research through numerical analysis might give a clue! The top is considered to be one of the most important parts of the violin when it comes to sound production. A lot of work is spent on the top in order to make it perfect. But besides the practical experience of violin making, numerical calculations might also give hints on how to make good tops from carefully chosen blanks. Violin top at 2596 Hz. Violin top at 2596 Hz.

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