Macromolecules

questions for the exam

2019. fall semester

I.

1.     Characterize the formation reactions of polymers, especially the properties of i) radical polymerization, ii) living polymerization, iii) polycondensation and iv) polyaddition. Determine the number average and weight average degree of polymerization as well as the polydispersity index in each case.

2.     Define the constitution and configuration of polymers. Characterize the constitutions of homopolymers, copolymers linear and branched polymers and polymer networks. Compare the formation and the constitution of hyperbranched polymers and dendrimers. Describe the inner coordinates and apply them in the quantitative characterization of polymer configurations.

3.     Describe the bases of conformational analysis and characterize the conformations of simple linear polymer chains. Determine the temperature dependence of the number of local and global conformations of linear polymer chains on the basis of 3 state approximation. What is the cooperativity of monomer units and what is its influence on the polymer chains?

4.     Expound the elements of statistical treatment of the mesoscopic structure of polymer chains. Determine the root mean square end-to-end distance of an ideal polymer coil, applying various models. Characterize the theta temperature and the theta-state. Describe the probability density function and the radial distribution function of the end-to-end vector of the ideal chain. Determine the entropy, the conformational energy and the free energy of the ideal chain and the spring constant.

II.

  1. Conjugated polymers, examples, applications
  2. Linear chain: one dimensional instabilities, Peierls distortion
  3. LHS model, SSH model
  4. Effect of doping on the properties of conjugated polymers, solitons, polarons, bipolarons

III.

  1. Levels of protein stucture
  2. Bioinformatical method dealing with the secondary structure of proteins
  3. Methods dealing with the topology of transmembrane proteins
  4. Disordered proteins, the IUPred method

Jenő Kürti 2019-12-06

http://www.fsz.bme.hu/cgi-bin/nph-count?width=5&link=http://virag.elte.hu/~kurti/public_html/makromol_19_osz.html