The aim of this week is to understand the elastic, electric and entropic properties of a biomembrane.
"When it comes to atoms, language can be used only as in poetry. The poet, too,
is not nearly so concerned with describing facts as with creating images" (Niels Bohr)
Navigator Tobias Ambjörnsson (VASA11-5038/7723377)
Monday 20/11: 10.00-11.45 (FL71) Bilayers and Membranes.
Monday 20/11: 13.15 - 15.00 (FL71) Bilayers and Membranes (continued)
Background material
(The original article in which the elastic energy of lipid membranes is desribed.)
(The elastic energy of a lipid membrane is purely governed by bending; it has vanishing tension.
This rather techniqual article discusses the physical origin of vanishing tension.)
(Membranes are mathematically described as a curved surface. Techniques to handle such objects are desribed in this book.
Particularly section 2.4, which discusses topological invariants, is relevant for the course.)
(A fairly readable book on differential geometry. Chapter 2 deals with the theory of curved surfaces.
Section 4.5 desribes the important connection between topology and geometry known as the Gauss-Bonnet theorem.)
(The book to read for a person interested in biological membranes. The elastic theory is described in chapter 8.)
Springer-Verlag Berlin 1977 (A good introduction to the elastic properties of membranes)