Sentence examples for between augmented from inspiring English sources

Exact(18)

Augmented pressure was calculated as the difference between the second and the first systolic peak, and augmentation index (AIx) was calculated as the ratio between augmented pressure and pulse pressure (PP) and normalized at a heart rate of 75 bpm.

The difference between augmented reality and virtual reality, mind-scrambling for many, highlights the first issue to overcome with digital arts practice – answering the question: What is digital art?

The third concept offers that ever-so-rare bridge between augmented reality and scuba diving.

Previously, published studies regarding implant survival between augmented and non-augmented sites are inconclusive.

You can toggle back and forth between augmented reality view and map view depending on how the phone is positioned.

We find that the satellite mass functions agree very well between augmented pseudo-Millennium and pseudo-Millennium-II trees.

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Similar(42)

Some of these departures have now been "promising" for a suspiciously long time.In this section The chemistry of growth The beef over bananas Disciplinary measures Fame and fortune G'day, Goldilocks Grudge match That sinking feeling So long, partner ReprintsThe battle between augmented-Solow and sons-of-endogenous-growth rages on.

Central augmented pressure was calculated as the contribution of the pulse wave reflection to central systolic pressure, and central augmentation index was calculated as the ratio between central augmented pressure and central pulse pressure.

The relation between the augmented vector ( overset{smile }{underset{bar{mkern6mu}}{W}} ) and the real vector W R can be described by ( overset{smile }{underset{bar{mkern6mu}}{W}}=T{W}_R ).

The ([P_{ij}]_{(m+1 times(m+1)} -dependent sub-LKF is also introduced so as to take full consideration of the relationships between the augmented state vectors.

The relation between the augmented vector ( overset{smile }{underset{bar{mkern6mu}}{H}} ) and the real vector H R can be described by ( overset{smile }{underset{bar{mkern6mu}}{H}}=T{H}_R ).

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