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Some degenerates

There are some equations derived from the general equation by the omission of one or more terms. The dependent or the independent variable may be absent. I have already shown, pages 249 and 401, how to solve equations of this form  [Pg.410]

Example.—The general equation for the deflection of a horizontal beam uniformly loaded and subjected to the pressure of its supports is.  [Pg.411]

If kx denotes the pull of a spring balance when stretched a distance x, at the time t, the equation of motion is [Pg.411]

To evaluate C1 in (5), note that at the axis of the tube r = 0. This means that if Gx is a finite or an infinite magnitude the velocity will be infinite. This is physically impossible, therefore, C1 must be zero. To evaluate C2, note that when r — rv V vanishes and, therefore, we get the final solution of the given equation in the form, [Pg.412]

Examples.—(1) Show that if dPyjdx2 = 32, and a particle falls from rest, the velocity at the end of six seconds is 6 x 32 ft. per second and the distance traversed is x 32 x 36 ft. [Pg.412]


Different results were obtained in the case of the Stillinger-Weber (SW) potential for silicon (10). In this case, material deposited on the (ill) orientation was disordered, without distinct layers of atoms. Growth on the (100) face did produce about ten distinct layers at sufficiently high temperatures, although it is not clear whether thicker deposits would retain this order since some degeneration was observed as successive layers were deposited. [Pg.225]

Basically, two types of approaches are developed here iterative (optimization-based) approaches like the one by Sippl et al. [101] and direct approaches like the one by Kabsch [102, 103], based on Lagrange multipliers. Unfortunately, the much expedient direct methods may fail to produce a sufficiently accurate solution on some degenerate cases. Redington [104] suggested a hybrid method with an improved version of the iterative approach, which requires the computation of only two 3x3 matrix multiplications in the inner loop of the optimization. [Pg.71]

Inhalation of acetaldehyde for four weeks by rats caused some degeneration of the nasal epithelium a concentration of 400 ppm [720 ing/in produced a slight degeneration of the olfactory epithelium. A similar concentration had no effect upon Syrian hamsters (LARC, 1985). The toxicology of acetaldehyde has been reviewed (Von Buig Stout, 1991). [Pg.324]

Thomas, B.J. (1981). Some degeneration and dieback diseases of the rose. Ann. Rep. Glasshouse Crops Res. Inst. 178-190. [Pg.159]

Results of protein-protein docking. aCHYN-a-chymotrypsinogen, a-CHY-a-chymotrypsin, HPTI-human pancreatic trypsin inhibitor, BPTI-bovine pancreatic trypsin inhibitor, CHYI-chymotrypsin inhibitor, Subtilisin l-subtilisin inhibitor D1.3, D44.1, HyHEL5 and HyHELlOare monoclonal antibodies. For further details of coordinates see Cabb et al. [12]. In the table some degenerate identical complexes included our earlier studies have been excluded. [Pg.395]

The synthesis of fullerene complexes of Pd was developed following precedents with Pt. Complexes C6oPd(PR3)2 and C6o (Pd(PR3)2)6 (R=Ph, Et, PMe2Ph, PPh2Me, or P(OMe)3) were soon prepared/ " and studied with a number of techniques such as electrochemistry and Raman spectooscopy. The Raman spectra demonstrated a reduction in symmetry from in the unsubstituted C6o. to C2V in (7/ -C6o)Pd(PR3)2, and to Th in C6Q (Pd(PR3)2)6. As a consequence, some vibrational modes which are silent in Ceo become active upon coordination, and some degenerate vibrational modes are split. [Pg.349]


See other pages where Some degenerates is mentioned: [Pg.752]    [Pg.388]    [Pg.45]    [Pg.191]    [Pg.191]    [Pg.161]    [Pg.32]    [Pg.33]    [Pg.22]    [Pg.673]    [Pg.143]    [Pg.615]    [Pg.410]    [Pg.430]    [Pg.465]    [Pg.256]    [Pg.413]    [Pg.95]    [Pg.33]    [Pg.155]    [Pg.130]   


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