CHEM 223 Midterm: CHEM223-Up to 1st midterm.doc

• School: McGill University
• Department: Chemistry
• Course: CHEM 223
• Professor: William C.Galley

Document Summary

Q consumed = -q cooled delta e = 0. Q(au) = - q(h20) nau (cp,m) deltat au = -nh20 (cp,m) deltat h20. Cp = cv + tv (b2/k) b= 1/v (dv/dt)p. Quarternization two types: cardboard box (cid:223) box can be described as an expanding or contracting gas. The particle in a box is not done classically. In order for waves to exist, the boundary limits from a(cid:224) The energy levels of the particle that it can take on. Particle in a box can only have discrete levels. E= disregarding the path of the waves. n is the energy level. Energy level spacing goes further and further away in nature. Translational motion not described: harmonic oscillator (cid:223) Graph: energy vs. l = distance between atoms <<< graph has lines equally spaced. Since n is not squred, the energy level is going to be evenly depend more on bond order, and large molecules.