Determine the density of BCC ion, which has a lattice parameter of 0.2866 nm?
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Determine the density of BCC ion, which has a lattice parameter of 0.2866 nm?
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- the answer should be equal to 0.842A polypropylene specimen has a mass of 28 kg and density of 1.65x103 kgm-3.Determine the crystallinity by weight of the specimen.Use the following information,Density of the crystalline phase = 1.77x103 kgm-3Density of the amorphous phase = 1.43x103 kgm-3Determine the density of BCC iron, w/c has a lattice parameter of 0.2866 nm.
- Iron exhibits an allotropic behavior change of solid state structure in such a way that when it is heated to 910 C it undergoes a structure change from body-centered cubic BCC to face-centered cubic FCC considering that the atomic radius of iron increases to 0.1241 nm or 0.126 nm more when said temperature is reached obtainThe volume change experienced by the structure when the temperature of 910 C is reachedThe force of attraction between a divalent cation and a monovalent anion is 8.02x10-9 N. If the ionic radius of the cation is 0.060 nm, (q=1.6x10-19 C, k0=9x109 V∙m/C). What is the anion radius?The density of a sample of HCP beryllium is 1.844 g/cm 3 , and the lattice parameters are a 0 = 0.22858 nm and c 0 = 0.35842 nm. Calculate (a) the fraction of the lattice points that contains vacancies: and (b) the total number of vacancies in a cubic centimetre of Be
- PLS GIVE A FULL HANDWRITTEN SOLUTIONThe spacing of adjacent atoms in a NaCl crystal is 0.282 nm, and the masses of the atoms are 3.82*10-26 kg (Na) and 5.89*10-26 kg (CI). Use this information to calculate the density of NaCl. p= kg/m³With the information on its molar volume and lattice parameter, a, determine the crystal structure of Puterium. Sketch the crystal structure indicating the atoms arrangement. DATA: molar volume, Vmol = 5.90 cm/mol; lattice parameter, a = 2.15 Å = 2.15 x 10-8 cm
- pls provide full written solutionConsider a unit cell with lattice dimensions a, b, and c in the x-, y and z directions. Which of the following sets of Miller indices can represent a crystallographic plane with intercepts of b and (c/4) along the y- and z-axes respectively? (more than one answer is possible for this question. marks will only be awarded for the question if all the correct options are selected (i.e. 'all or nothing' marking scheme). a. b. C. d. (214) (421) (114) e. (412)The question is in the picture sent. I really do not understand what this question is even asking so a detailed explanation would be appreciated.