Sentence examples for ordered electric from inspiring English sources
In the mid '70s, convinced that gas supplies were running out, state regulators ordered electric utilities to reduce their use of the fuel.
In 1920 the magazine Literary Digest reported that the building's visitors included a buyer from a Paris restaurant who ordered electric dishwashers, someone from Venezuela who ordered 1,000 dozen portable bathtubs for babies and a woman who started a baby bonnet business from the building and wound up with an operation employing 500 workers.
The Met ordered 20 electric locomotives from Metropolitan Amalgamated with two types of electrical equipment.
Mr. Hainault ordered 17 electric machines, which Resurfice is leasing to the Vancouver Olympics committee.
At 15, he bought a mail-order electric lap-steel guitar.
The high polarizability and large electric dipole moments of high Rydberg states give rise to strong van der Waals, dipole-dipole and higher order electric multipole interactions [57, 58].
This paper surveys fractional-order electric circuit models that have been reported in the literature to best fit experimentally collected impedance data from energy storage and generation elements, including super-capacitors, batteries, and fuel cells.
In our calculations, Mie theory was mainly used for extraction of scattering and absorption cross sections, their division into the different order electric and magnetic modes and their representation as maps of wavelength and nanoparticle radius.
Scattering and absorption cross sections, their division into the different order electric and magnetic modes, electromagnetic near field distributions around the nanoparticles at various wavelengths as well as angular distributions of the scattered light were investigated.
This peak can be attributed to the dipole electric mode as shown in Figure 6 where the sum of the scattering cross section for an r = 170 nm GZO nanoparticle is depicted together with the different order electric and magnetic modes.
Considering that a m and b m correspond to the mth order electric and magnetic multipoles, respectively (e.g., a 1 and b 1 correspond to electric dipole and magnetic dipole, respectively), then the Q sca contributed from them can be expressed respectively as follows: {Q}_{am}=frac{2}{k^2{r}^2}left(2m+1right){left|{a}_mright|}^2, {Q}_{bm}=frac{2}{k^2{r}^2}left(2m+1right){left|{b}_mright|}^2.
