TY - JOUR
T1 - Formation of aluminum nanoparticles upon condensation from vapor phase for energetic applications
AU - Schefflan, R.
AU - Kovenklioglu, S.
AU - Kalyon, D.
AU - Mezger, M.
AU - Leng, M.
PY - 2006/7/1
Y1 - 2006/7/1
N2 - A mathematical model of the nanoparticles formation process from deposition from the vapor phase process was developed and applied to the manufacture of alumina-coated aluminum nanoparticles. This process involves conversion of gaseous aluminum in the presence of helium carrier gas to solid aluminum nanoparticles. These activities effectively prepare the aluminum for reaction with oxygen gas to create an alumina coating in the remainder of the process. The basis of the calculations is the General Dynamic Equation for aerosols, which was formulated as an explicit numerical equation. The equation is solved over a user specified surface with particle volume (equivalent to particle diameter) and reactor holding time as the independent variables. The solution produces the number distribution function of the nanoparticles over the solution space. After all of the gaseous aluminum has solidified, a moment equation is employed to calculate the number of particles in each of the size distribution ranges. The mathematical model is useful to study the trends on the dependence of the nanoparticle size distribution on the operating parameters such as pressure and temperature profile in the reactor. A number of case studies are included to demonstrate the utility of the mathematical model.
AB - A mathematical model of the nanoparticles formation process from deposition from the vapor phase process was developed and applied to the manufacture of alumina-coated aluminum nanoparticles. This process involves conversion of gaseous aluminum in the presence of helium carrier gas to solid aluminum nanoparticles. These activities effectively prepare the aluminum for reaction with oxygen gas to create an alumina coating in the remainder of the process. The basis of the calculations is the General Dynamic Equation for aerosols, which was formulated as an explicit numerical equation. The equation is solved over a user specified surface with particle volume (equivalent to particle diameter) and reactor holding time as the independent variables. The solution produces the number distribution function of the nanoparticles over the solution space. After all of the gaseous aluminum has solidified, a moment equation is employed to calculate the number of particles in each of the size distribution ranges. The mathematical model is useful to study the trends on the dependence of the nanoparticle size distribution on the operating parameters such as pressure and temperature profile in the reactor. A number of case studies are included to demonstrate the utility of the mathematical model.
KW - Aluminum nanoparticles
KW - General Dynamic Equation
KW - Vapor phase process
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U2 - 10.1080/07370650600672041
DO - 10.1080/07370650600672041
M3 - Article
AN - SCOPUS:33745139116
SN - 0737-0652
VL - 24
SP - 141
EP - 156
JO - Journal of Energetic Materials
JF - Journal of Energetic Materials
IS - 2
ER -