By Joe Bonamassa
Joe Bonamassa's acclaimed 2012 CD debuted on the number one spot at the Blues albums chart.
Here are artist-approved, note-for-note transcriptions with tab for all eleven songs: Dislocated Boy * riding in the direction of the sunlight * Heavenly Soul * I received All you wish * Lonely city Lonely highway * New Coat of Paint * position in My middle * someplace hassle Don't cross * Stones in My Passway * an excessive amount of Ain't sufficient Love * Who's Been speaking.
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Additional resources for Driving Towards The Daylight
For the six possible regular packings of spherical particles, the voidage is only a function of packing arrangement. The voidage is also independent of the particle size. The six arrangements are cubic, two orientations of orthorhombic, tetragonal-spheroidal, and two orientations of rhombohedral. They are graphically presented in Fig. 2. Formulae for calculating the voidage of these six arrangements have been developed and the packing characteristics of these ordered arrangements are summarized in Table 1 (Herdan, 1960).
6 Modiﬁed Ergun Equation fp ¼ Gibilaro et al. (1985) modiﬁed the Ergun equation and proposed an alternative pressure drop equation on the basis of theoretical considerations: ! 17:3 r U2L ÁP ¼ þ 0:336 f ð1 À eÞeÀ4:8 ð77Þ ðReÞp dp The proposed equation compared well with published experimental data obtained from high-voidage ﬁxed beds of spheres; it represented a signiﬁcant improvement over that of Ergun. The equation is a combination of two equations, one for the laminar regime and the other for fully turbulent ﬂow.
Both approaches gave reasonable predictions of pressure drop of ﬂow through packed beds of spherical and near-spherical particles but were inadequate for beds with particles substantially diﬀerent from the spheres. The pressure drop through the packed bed is due not only to the frictional resistance at the particle surface but also to the expansion and contraction of ﬂow through the interstices among the particles The most popular approach is the pipe ﬂow analogy model, also called the capillary tube model or channel model, which approximates the ﬂow through the packed bed by the ﬂow through a bundle of straight capillaries of equal size.