Sentence examples for modal volume of from inspiring English sources

The petrographic analyses (Figure 2 (a-b)) shows a porphyritic microstructure made up of fenocrystals and fenoclasts (modal volume of fenocrysts is about 35%) of dominant andesine plagioclase and subordinate biotite, pyroxene (wholly pseudomorphosed by chlorite), magnetite, lithic fragments of igneous rocks.

In conclusion, we have successfully designed and fabricated ultra high Q-factor microcavity structures, with a Q-factor value of approximately 800,000, at the very low modal volume of approximately 0.5 (λ/n)3 and an actual volume calculated of approximately 0.015 μm3.

In comparison, Song et al. [36] have obtained a resonance Q-factor value of approximately 600,000, together with a modal volume of approximately 1.2 (λ/n)3 and a resulting Q/V value of approximately 5 × 105 (λ/n)− 3.

We have successfully demonstrated experimentally an enhancement of the quality factor of a one-dimensional (1D) photonic crystal/photonic wire (PhC/PhW) microcavity that can exhibit resonance quality factor (Q-factor) values as high as 800,000 - together with a low modal volume of approximately 0.5 (λ/n)3.

Velha et al. have achieved a resonant modal volume of approximately 0.6 (λ/n)3 with 1D PhC structures, together with a Q-factor value of approximately 8900 [28] - and a resulting Q/V value of approximately 1.5 × 104 (λ/n)− 3.

By comparing simulated and ideal field distributions in Fourier and real space and by according modification of air hole positions and sizes, we optimize the cavity structure yielding high quality factors up to Q= 320,000 with a modal volume of Veff= 0.35(λ/n)3.

A photonic microcavity with a high Q factor of 1.8741 × 107 and a modal volume V of 0.351 is demonstrated.

Using the very same approach we also improve previous designs of a small modal volume microcavity in silicon, gaining a factor of 3 in cavity Q.

Based on Eq. 3, the value of the normalized modal volume estimated from simulation for this particular device was approximately 0.5 (λ/n)3.

While we observe an anticorrelation between Q-factor and dislocation counts in the modal volume, we also see an upper limit of Q-factors for these cavities.

While higher Q-factor values have been obtained elsewhere, the modal volume in our structure is invariably, to the best of our knowledge, the smallest demonstrated in a PhC based resonator structure.