Parikin
Nuclear Energy Agency
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Featured researches published by Parikin.
Theory of Computing Systems \/ Mathematical Systems Theory | 2016
Tri Hardi Priyanto; Parikin Parikin; Meijuan Li
Austenitic steel is one type of stainless steel whi ch is widely used in the industry. Many studies on austenitic stainless steel have been performed to determine the physical properties using various types of equipment and me thods. In this study, the neutron diffraction method is used to ch aracterize the materials which have been made from minerals extracted from the mines in Indonesia. The materials consist of a granular ferro-scrap, nickel, ferro-chrome, fe rro-manganese, and ferro-silicon added with a little titanium. Charact erization of the materials was carried out in three processes, namely: machining, annealing, and rolling. Experimental res ults obtained from the machining process generally produces a texture in the 〈100〉 direction. From the machining to annealing process , the texture index decreases from 3.0164 to 2.434. Texture strength in the machining process (BA2N sample) is 8.13 mrd and it then decreases to 6.99 in the annea li g process (A2DO sample). In the annealing process the three-c omponent texture appears, cube-on-edge type texture {110}〈001〉, cube-type texture {001} 〈100〉, and brass-type {110} 〈112〉. The texture is very strong leading to the directi on of orientation {100} 〈001〉, while the {011}〈100〉 is weaker than that of the {001}, and texture with orientation {110}〈112〉 is weak. In the annealing process stress release occurred, and this was shown by more randomly pole compared to st res release by the machining process. In the rolling process a bra ss-type texture{110} 〈112〉 with a spread towards the goss-type texture {110} 〈001〉 appeared, and the brass component is markedly rein fo ced compared to the undeformed state (before rolling). Moreover, the presence of an additional { 110} component was observed at the center of the (1 10) pole figure. The pole density of three components increases with the increasing degree of thickness reduction. By i ncreasing degrees of rolling from 81% to 87%, the value of orientatio n distribution function increases by a factor about three times.
Indonesian Journal of Materials Science | 2015
Parikin Parikin; Tri Hardi Priyanto; Agus Hadi Ismoyo; Mohamad Dani
HOT-ROLLING EFFECTS ON MECHANICAL PROPERTIES OF 15%Cr-25%Ni STEEL PLATES FOR REACTOR STRUCTURE MATERIALS. The measurements of hot rolling effects on the mechanical properties of 15%Cr-25%Ni steel plates have been carried out to determine the formability of the materials. The specimens were prepared in the dimension of 50x20x7 mm3 to facilitate obtaining the measurement data. The results show that hot rolling was able to deform the grain size of 15%Cr-25%Ni steel plates to a smaller size, from 6 μm round into 4 μm (longitudinal) and 3 μm (transversal) lengthening bands after hot-roll reduction of 70%. The hardness of 15%Cr-25%Ni steel plates increased by 27%, from 100.02 HVN before hot rolling to 126.86 HVN after hot-rolling reduction of 70%. The improvement in hardness is predominantly caused by strain hardening and grain refinements, instead of by CrxCy inclusion effects. The hardness increase was probably caused by crystal volume shrinkage of 0.35%, i.e. the rolled lattice parameter was smaller than unrolled specimen (initial). The shrinkage is identifiable from the shifted diffraction peaks of (311) and (222) around diffraction angles of 2θ=91° dan 96° respectively. In cold rolling which was, unlike hot rolling, carried out below the recrystallization temperature, there was no phase transformation due to hot rolling process. All of the 15%Cr-25%Ni steel was a face centered cubic (fcc) with space group of Fm3m and the lattice parameter α= 3.58 A. Hot rolling effects caused strong crystal orientaion in {110} texture Brass components with broadening in {011} texture Goss components, while prior to the rolling the dominant orientation was the {001} cubic component.
Theory of Computing Systems \/ Mathematical Systems Theory | 2018
Parikin Parikin; Mohammad Dani; Abu Khalid Rivai; Agus Hadi Ismoyo; Riza Iskandar; Arbi Dimyati
Jurnal Sains Materi Indonesia | 2018
Agus Hadi Ismoyo; Bandriyana Bandriyana; Parikin Parikin
International Journal of Technology | 2018
Mohammad Dani; Arbi Dimiyati; Mohamad Riza Iskandar; Abu Khalid Rivai; Parikin Parikin
Theory of Computing Systems \/ Mathematical Systems Theory | 2017
Parikin Parikin; Agus Hadi Ismoyo; Riza Iskandar; Arbi Dimyati
Malaysian Journal of Fundamental and Applied Sciences | 2017
Mohammad Dani; Aziz Khan Jahja; Parikin Parikin; Andon Insani; Riza Iskandar
Jurnal Forum Nuklir | 2017
Parikin Parikin; Nurdin Effendi; Andon Insani; Agus Hadi Ismoyo
Indonesian Journal of Materials Science | 2017
Mohammad Dani; Parikin Parikin; Riza Iskandar; Arbi Dimyati
Theory of Computing Systems \/ Mathematical Systems Theory | 2015
Parikin Parikin; David E. Allen