By means of the analytical-and-numerical-combined method (ANCM), the natural frequencies and the corresponding mode shapes of a uniform rectangular flat plate carrying any number of point masses and translational springs are determined. The boundary (supported) conditions of the plate and the magnit
Interpretation of the real plate number concept: A fundamental analysis
β Scribed by Smuts, T. W. ;Buys, T. S. ;de Clerk, K. ;du Tolt, T. G.
- Publisher
- John Wiley and Sons
- Year
- 1978
- Tongue
- English
- Weight
- 364 KB
- Volume
- 1
- Category
- Article
- ISSN
- 0935-6304
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β¦ Synopsis
The real plate number concept is interpreted in terms of the fundamental properties of a chromatograph. It is shown that the linear relationship between the total peak width at half height, (bo.s)~,t,and kisonly anapproximation of the more general linear relationship between (bo.5)2~, t and (1 + k)2. In the case where the relationship between (b0.5) T, t and k approaches linearity, it is concluded, firstly, that bo = a, i. e., bo is a column property and independent of extra-column phenomena and, secondly, that nreal = ntheor. When the relationship becomes non-linear, bo is determined partly by extra-column phenomena, but not in terms of a useful relationship. It is concluded that it is unnecessary to introduce the parameters a, bo and nreal, since they all have counterparts in the established theory of chromatography. These counterparts prove to be equally useful in the practical analysisof chromatographic systems.
appears to be well established [3.4] that, with each of these categories, there is associated a specific contribution to @T, t -02e, t and oZc, t for the extra-column and column
π SIMILAR VOLUMES
The natural frequencies and the corresponding mode shapes of a uniform rectangular plate carrying any number of rigidly attached (or elastically mounted) point masses and translational springs with various magnitudes and arbitrary locations are determined by using the modified Analytical and Numeric
We find the title paper both useful and very interesting and we would like to congratulate the authors to their work [1]. On the other hand it is also the purpose of this letter to add some pertinent references which have been inadvertently omitted by the authors. Reference [2] deals with elastical