By Miroslav Balous ; Překlad souběž. angl. textu z češ. Martin Velek ; Kresby Miroslav Bílý ... aj.
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Книга Britain's Fleet Air Arm in global struggle II Britain's Fleet Air Arm in international battle II Книги Вооружение Автор: Ron MacKay Год издания: 2004 Формат: pdf Издат. :Schiffer Publishing Страниц: 313 Размер: fifty eight. 14 ISBN: 0764321315 Язык: Английский0 (голосов: zero) Оценка:The Air department of the Royal army that used to be to carve its identify into maritime historical past because the Fleet Air Arm confronted an orphan lifestyles as much as 1937 whilst the Admiralty, having passed over keep watch over in 1918 to the RAF, resumed cost of its aviators.
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51, one obtains ln éë - ln (1 - Fm (d )) ùû = n ( ln(d ) - ln(d)). 52) Therefore, n is the slope of this line and δ can be obtained from the expression d= 16 dmM . 53) 1. 51: n -1 dFm (d ) n æ d ö = ç ÷ dè dø d (d ) f m (d ) = æ é æ d ön ù ö exp ç ê - ç ÷ ú ÷. 56) which leads to the relationship for the statistical parameters of this distribution ¥ òd 0 a æa ö f m (d )d (d ) = daG ç + 1 ÷. 5 Nukiyama–Tanasawa Distribution The Nukiyama–Tanasawa distribution is a more general distribution from which the Rosin–Rammler distribution is a special case.
The measure of the length in the first stage of the curve is N = 1. In the second stage, the length scale is Ls = 1/3 and the number of segments N = 4. In the third stage, the length scale is Ls = 1/9 and the number of segments N = 16. In terms of the original units, the total length of the curve is 4/3 units in the second stage, 16/9 in the third stage, and so on. For self-similar objects, such as this curve, there is a fundamental dimension, the fractal dimension, Lf, which does not change with the scale of measurement.
1 shows schematically the last three diameters or sizes for a particle that appears as an elongated parallelepiped. 1 A schematic diagram of the three equivalent diameters, dV, dA , and dL , for a particle with the shape of a parallelepiped. diameters, which are also depicted, vary significantly in magnitude. Because of the significant variability, a precise definition or measurement of the size of particles, bubbles, and drops must include how this size has been defined or measured (Michaelides, 2014).