89.4 g/mol
The small sized ion with high charge has the high charge density and high attractive force towards opposite ion therefore strong bonds are formed and such ionic compound shows the high lattice energy.
For all BCC lattice structures, the Lattice constant (a) can be found by : a = (4r) / sqrt(3)
The electron density is simply deduced from the atomic density as follows : if ne denotes the electron density and na the atomic density then : ne= z na with z being the number of valence electron per atom.
Density is one of the three measurements (Density, Mass, and Volume) that contribute to the universal (okay, earthly) measurement of weight. When you look at the periodic table, it is arranged in order of atomic number, which is based off it's atomic weight.
it's density/phase is a gas. and it's atomic weight is 18.998403 and density is 0.001696
The small sized ion with high charge has the high charge density and high attractive force towards opposite ion therefore strong bonds are formed and such ionic compound shows the high lattice energy.
The lattice energy of potassium bromide is more exothermic than the lattice energy of rubidium iodide because lattice energy is inversely proportional to atomic radius.
For all BCC lattice structures, the Lattice constant (a) can be found by : a = (4r) / sqrt(3)
physical properties like melting and boiling points, hardness, crystal lattice of ionic substances, density, atomic weight, colour, elasticity, magnetism etc.
It is an ionic compound - arranged in a giant lattice structure.
A crystallike structure of atoms that occupy sites in an optical lattice.
Zerlina.
Element atomic number 34 is Selenium. Do google search for "Selenium density"
The electron density is simply deduced from the atomic density as follows : if ne denotes the electron density and na the atomic density then : ne= z na with z being the number of valence electron per atom.
I think it would be a point defect because a vacancy in the lattice structure would allow another atom to take the place of the vacancy.
The atomic number is equal to the amount of protons
the density of cesium is 1.93 and its atomic # is 55 symbol Cs