Example sentences of "where [unc] is the " in BNC.
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| 1 | The application of a shear stress to a viscous liquid on the other hand , is relieved by viscous flow , and for small values of σ s can be described by Newton 's law where η is the coefficient of viscosity and is the rate of shear sometimes denoted by γ . |
| 2 | B ) , the corresponding condition for a geometric index is F = Se , where π is the continuously compounded interest rate , w is the continuous dividend rate and h is the time in years until delivery . |
| 3 | If the instrument is calibrated with aqueous KCI solutions of known Δn∼ a relation , can be obtained where c′ is the calibration constant . |
| 4 | Polar coordinates ( r , θ , φ ( p ) are indicated , where θ is the polar angle and φ is the azimuthal angle . |
| 5 | Figure 21.24 shows the variations of the correlation functions and ( where Θ is the temperature fluctuation ) ; the former is the normalized Reynolds stress , whilst the correlation plays a role in the transport of heat by the turbulence corresponding to the role of the Reynolds stress in momentum transport . |
| 6 | Within this approximation where φ is the phase shift between the input and output potential differences . |
| 7 | In general , R is the resistance of the circuit and L may be obtained from eqn ( 4.33 ) , where unc is the flux enclosed by the circuit . |
| 8 | The ratio of the two forces may be expressed as math ; where unc is the so-called cyclotron frequency . |
| 9 | But where R(s) is the autocorrelation coefficient for time delay s . |
| 10 | Isotope data are corrected to 190Myr using ; where λ is the decay constant and the most recent experimentally determined value of . |
| 11 | The crystallites present in a powdered or unoriented polymer sample diffract X-ray beams from parallel planes for incident angles θ which are determined by the Bragg equation where λ is the wavelength of the radiation , d is the distance between the parallel planes in the crystallites , and n is an integer . |
| 12 | However , eqn ( 2.1 ) itself is taken to be an exact result in GR We rewrite eqn ( 2.1 ) for later use as where dτ is the proper time and dt is the coordinate time . |
| 13 | Now , substituting for v in the expression for total energy and then rewriting a in terms of ο gives Thus where τ is the orbital period . |
| 14 | The no-arbitrage model predicts that α = γ = 0 , and β = Γ ( where Γ is the maturity of the contract , measured in years ) , while the general equilibrium model predicts that β>γ , β>0 , β>Γ , γdoes not equal 0 and α does not equal 0 . |
| 15 | This can be compared with the form of the WLF equation where ατ is the reduced variables shift factor , C 1 and C 2 are constants that can be evaluated from experimental data , and are found to be and when T g is the reference temperature . |
| 16 | where |
| 17 | We can express this mathematically as follows : since where qV is the heat absorbed at constant volume . |
| 18 | Then , where δ is the fraction so that the Goldbach–Rehage formula above becomes or This can be written in terms of , the relaxation time at the glass temperature , since where is a shift factor and Hence or , if the material is being heated or cooled at a rate we have where is the decrement of the expansion coefficient of the glass and , as before . |
| 19 | The approximate effectiveness of preventive methods was calculated using the formula N*/n×100 , where N* is the proportion of preventable congenital abnormalities . |