The phrase "average radius and" is correct and usable in written English.
It can be used in contexts where you are discussing measurements or characteristics related to a circular or spherical object, often in scientific or mathematical discussions.
Example: "The average radius and circumference of the planet were calculated to better understand its size."
Alternatives: "mean radius and" or "typical radius and".
Then, we show the dependence of extinction effects of a hollow super-nanowire on its parameters, including the metal shell thickness, the average radius and the optical constant of the hollow core.
Through-thickness holes in CMB walls were more detrimental to the compressive properties of the CMBs, despite the fact that thin regions in a CMB's wall could cause buckling in a situation where the CMB's average radius and thickness would otherwise predict failure to occur in flexure.
Function of characteristic value of pore structure ((Gleft( f right))): it is a characteristic value considering pore separation, skewness, and average radius, and it is product of variation coefficient of pore structure and skewness.
The hypothetical volume of the cells was calculated via the average radius and the height of the monolayer.
where I q) is the equatorial intensity, r0 and σ are average radius and standard deviation of a Gaussian population distribution of cylinders, J1 is a Bessel function of the first kind, q is the scattering vector in reciprocal space.
The temporal evolution of the γ′-precipitate average radii and the γ-matrix supersaturations follow the predictions of classical coarsening models.
From sample B to sample E, the average radiuses and lengths of ZnO nanorods equably increased by ~15 nm and ~1 μm.
From sample A to sample B the average radiuses and lengths of ZnO nanorods obviously increased about to 35 nm and 1.7 μm when the reaction times are increased.
The isotropic Gaussian filters we apply to the g-dot synthetic data in North America are 340 km averaging radius, 220 km averaging radius and 167 km averaging radius.
Not ideal fitting of the experimental curves by the theoretical ones can be explained by some reasons: firstly, we assume that all our particles have oblate shape that is not evident exactly; secondly, we used the averaged radius; and last, as it was shown in our previous work [9], peak of surface plasmon is very sensitive to material of the host matrix.
Our analysis allows us to quantify the degree of aggregation of the silica in the matrix, which is studied as a function of pH (4 10), silica volume fraction (3 15%) and silica bead size (average radius 78 and 96 Å).
