The phrase "theoretical void" is a correct and usable phrase in written English
It is generally used to describe a situation or concept where something seems to exist in theory but not in practice. For example, "While the new legislation seemed to address the issue of racial discrimination on paper, in reality, it created a theoretical void as the law was difficult to enforce."
The aggregate to binder ratio was reduced to 3.7 and 2.8, respectively when 13 mm aggregate size was used, to maintain the same theoretical void content of 20%%.
The linear variation rule of the theoretical void ratio is governed by the mixture rule of two aggregates, expressed as follows (Bhattacharjee 2014): e = alpha V_{abs} + beta (1 where e is the void ratio; α and β are the coefficients of the void ratio and the form of the grains, respectively, and V abs is the absolute volume of aggregates in 1 m3 of concrete.
In spite of this theoretical void, the clear need for mechanisms in the neglected areas of energy transduction, hydrolysis of peptides, mineralisation of bone and discrimination between Na+ and K+, encouraged a search for modified water inside cells and at surfaces.
With the aforementioned Canadian and United States-based competency frameworks essentially filling the theoretical void within the field, it is therefore important for educators to utilize measurement instruments designed to assess domains highlighted within these frameworks.
A theoretical void-size distribution in random packings of equal-sized spheres, defined as the distribution of the probability of finding a spherical void of a given size, is derived.
By comparison, if a theoretical "instantaneous" void was assumed, these estimates were about 10% smaller, and if a 12-hr void was assumed, they were about 50% larger.
In analogy to the theory of sintering (Lifshitz & Slyozov, 1961; Rahaman, 2003), theoretical models of void formation and growth usually treat voids as a second phase of vacancies that nucleate in a metastable supersaturated solid matrix with the metastability sustained by the production and accumulation of point defects.
To reveal the mechanism of a void-dominated fracture process in bulk metallic glasses, a theoretical description of void growth undergoing remote hydrostatic tension is presented.
The theoretical models of void growth in irradiated solids are reviewed first.
Consequently, the theoretical framework for void growth and coalescence is currently being revisited, which often involves performing representative volume element (RVE) calculations.
Marshall stability tests were used to evaluate stability, flow, stiffness, bulk specific gravity, maximum theoretical gravity, density, air voids percentage, voids in mineral aggregate, and voids filled with binder.
