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A mathematical model has been developed to estimate the minimum radius of an annular chromatograph.
Vegetation mapping in the area covered a minimum radius of 2 km around each sampling site.
The minimum radius of curvature achieved by prebent needles was 5.23 cm in ex vivo tissue, and 10.4 cm in in vivo tissue.
The minimum radius of curvature for bevel tip needles in ex vivo tissue was 16.4 cm; however, about half of the bevel tip needles had negligible curvatures.
We find that a minimum radius of O 500) km is required for a thermally driven dynamo of duration O(10) My.
It was also found that the minimum radius of lateral confinement was limited to ∼0.3 mm due to heat conduction.
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Specifically, analytical solutions of the maximum and minimum radii of the orbit were proposed.
Limitations imposed by photolithography restricted the minimum radii of curvature of the specimen perforations to one micron.
The uniform contact strengths have been determined as functions of the averages of radii squares, squares of arithmetic radii means or squares of minimum radii of the contacting pairs.
A small air bubble was then formed and pulsated at a physiological rate of 20 cycles/min between maximum and minimum radii of 0.55 and 0.4 mm (50% surface area compression for a truncated sphere) [67].
The minimum radii of these zones are 3 km and 10 km and the geographical clustering of holdings will greatly affect the number of holdings within these zones [ 3, 5].
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