Dr. Krammer Olivér kollégánk Varga Bertalannal és Karel Dušekkel közösen írt, „New method for determining correction factors for pin-in-paste solder volumes” című cikkét az Emerald Kiadó beválogatta a „The best research from around the globe" című válogatásába.
Olivérnek ezúton is gratulálunk!
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)