A linear rate equation describes fragmentation with continuous and discrete mass loss typified by consumption of porous reactive solids and two-phase heterogeneous solids. For a mass-dependent fragmentation rate xα and a continuous-mass-loss rate εxγ,σ=γ-α-1\u3c0 yields a ‘‘recession regime’’ where small particles lose mass continuously without breaking, σ\u3e0 yields a ‘‘fragmentation regime’’ where all particles break, and σ=0 yields scaling for α\u3e0. Shattering for α\u3c0 and σ≥0 is runaway fragmentation producing an infinte number of particles in a finite time, Exact and asymptotic solutions, exponent relations, and connections with static percolation are found
Motivated by a problem arising in the mining industry, we estimate the energy E(η) that is needed to...
The discrete binary fragmentation equation is solved explicitly for a model where the net rate of br...
Jury : M. Jean BERTOIN (Directeur de thèse) M. Quansheng LIU (Rapporteur) Mme. Sylvie MELEARD M. Ala...
A linear rate equation describes fragmentation with continuous and discrete mass loss typified by co...
Explicit solutions of a linear rate equation lead to an improved understanding of fragmentation wit...
Exact and asymptotic solutions to a linear rate equation for fragmentation with mass loss are prese...
We consider a linear rate equation, depending on three parameters, that model fragmentation. For ea...
AbstractWe consider a linear rate equation, depending on three parameters, that model fragmentation....
International audienceWe consider the fragmentation equation $\dfrac{\partial}{\partial t}f (t, x) =...
A new general class of exact, explicit scaling solutions to the fragmentation equation is given. Thi...
The subject of this paper is a fragmentation equation with non-conservative solutions, some mass bei...
We introduce three models of fragmentation in which the largest fragment in the system can be broken...
We make use of Laplace transform techniques and the method of characteristics to solve fragmentation...
Abstract. The discrete binary fragmentation equation is solved explicitly far a model where tnenetra...
A general population balance equation (PBE) is proposed to describe combined monomer addition and di...
Motivated by a problem arising in the mining industry, we estimate the energy E(η) that is needed to...
The discrete binary fragmentation equation is solved explicitly for a model where the net rate of br...
Jury : M. Jean BERTOIN (Directeur de thèse) M. Quansheng LIU (Rapporteur) Mme. Sylvie MELEARD M. Ala...
A linear rate equation describes fragmentation with continuous and discrete mass loss typified by co...
Explicit solutions of a linear rate equation lead to an improved understanding of fragmentation wit...
Exact and asymptotic solutions to a linear rate equation for fragmentation with mass loss are prese...
We consider a linear rate equation, depending on three parameters, that model fragmentation. For ea...
AbstractWe consider a linear rate equation, depending on three parameters, that model fragmentation....
International audienceWe consider the fragmentation equation $\dfrac{\partial}{\partial t}f (t, x) =...
A new general class of exact, explicit scaling solutions to the fragmentation equation is given. Thi...
The subject of this paper is a fragmentation equation with non-conservative solutions, some mass bei...
We introduce three models of fragmentation in which the largest fragment in the system can be broken...
We make use of Laplace transform techniques and the method of characteristics to solve fragmentation...
Abstract. The discrete binary fragmentation equation is solved explicitly far a model where tnenetra...
A general population balance equation (PBE) is proposed to describe combined monomer addition and di...
Motivated by a problem arising in the mining industry, we estimate the energy E(η) that is needed to...
The discrete binary fragmentation equation is solved explicitly for a model where the net rate of br...
Jury : M. Jean BERTOIN (Directeur de thèse) M. Quansheng LIU (Rapporteur) Mme. Sylvie MELEARD M. Ala...