The Significance of the Backbone in Eterna
The backbone has minimal significance for Eterna puzzles, where its only role is to "string together" the bases. That is, you can mutate any base that hasn't been "locked", but you can't actually move a given base to a different position in the puzzle.
In the lab, though, the situation is very different. The data we get back from the lab (the SHAPE data) comes from measuring the rate at which the SHAPE chemical (specifically 1-methyl-7-nitroisatoic anhydride, or 1M7) interacts with the backbone at each base position. The nucleic acid base itself (A, U, G or C) plays no role in the chemical reaction. So when we interpret the lab data, we are actually making inferences about the configuration of the backbone.
As a first approximation, the generally accepted explanation is that the rate at which the SHAPE chemical (or SHAPE probe, as it is often called) reacts at each base is an indication of how flexible the backbone is at that base. If the backbone is flexible enough, the thought goes, it can wiggle around to get into the right position to interact with the SHAPE probe; if the the backbone is being held rigidly, the SHAPE probe can not get access to the reaction site. Furthermore, there is an assumption in this simplified theory that unpaired bases will have "flexiible" backbones, while paired bases will have "rigid" ones.
But any Eterna player who has looked at lab data critically knows that this can't be the whole story. Consider, for example, the SHAPE values for the closing base pair of a hairpin loop. It is quite common for the 3' base to be protected from the SHAPE probe (implying it is paired) while the 5' base is exposed to the SHAPE probe (impying it didn't pair). But pairing is a symmetric relation; A can't pair with B unless B pairs with A.
Specifying the Backbone Configuration: Torsion Angles
The main chain of the RNA backbone consists of repeating units of six atoms. Five of these, three carbons and two oxygens, come from the ribose sugar that gives ribonucleic acids their name. The sixth atom is a phosphorus, which comes from the phosphate ion that linkes individual nucleic acids together into the long chains we know as RNA.
The backbone atoms are held together by covalent bonds, and dubndamental chemistry constraints on covalent bonds keep the distances between adjacent atoms basically fixed. Similarly, the angle between the bonds at any atom are essentially fixed. The only thing that is not tightly constrained is the "twisting angle" of the bond between any two backbone atoms. Thus, to describe the configuration of any RNA backbone unit, it is sufficient to specify this "torsion" angle (sometimes referred to as a dihedral angle) for each bond. For this purpose, each bond is given a name. Starting at the 5' end of the chain, the bonds are named by the first six letters of the Greek aphabet: alpha, beta gamma, delta, epsilon and zeta. Specifying these six angles for each RNA unit completely specifies the three dimensional shape of the entire RNA molecule.
Torsion Angle Constraints
Although these bonds can rotate freely, not all angles have the same energy. Thus, the angles actually observed for each of the six angles tend to fall in limited ranges, with different ranges for each of the six angles. The shaded areas in the image on the left indicate the range of angles generally observed in naturally occuring RNA.
Backbone Units: Nucleotides versus Suites
Backbone Suite Conformers
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