The universality of the TGD based model of superconductivity provides support for rather farreaching earlier speculations.
 The TGD inspired model suggests that SC could be possible also above T_{c} by using energy feed providing the energy needed to increase the value of h_{eff}. This would be the basic role of metabolism. This could have far reaching technological consequences and also profound implications concerning the creation of artificial life.
Furthermore, the TGD based model for "cold fusion" \cite{cfagain,krivit,proposal} led to a reformulation of nuclear physics \cite{darkcore} in which phase transition to dark phase of nuclei has a key role also in the ordinary nuclear reactions as a description of tunnelling phenomenon.
 In the TGD inspired quantum biology, the cell membrane is identified as a generalized Josephson junction between superconductors assignable to lipid layers of the cell membrane (actually decomposing in a better resolution to membrane proteins acting as Josephson junctions). One can ask what a straightforward application of the basic formulas gives in the case of neuronal membrane.
One can estimate the gap energy \Delta from the formula \Delta = ℏ ω_{D} using the already discussed formula ω_{D} = k_{n} c_{s}/a, where k_{n} depends on the effective dimension of the lattice like system and has values k_{n} ∈ {3.14,3.54,2.66} for n=1,2,3. Sound velocity c_{s} can be replaced with the conduction velocity v of nerve pulses varying in the range v/c\in[.1,1]\times 10^{6}. The formula would give for n=2 and maximal value v/c=10^{6} E_{D}= .044 eV which is in the range of neuronal membrane potentials.
 The role of ℏ_{gr} and B_{end} in the model would suggest that the SC observed in laboratories is not a mere local condensed matter phenomenon. What happens to SC on Mars? Is the Earth mass replaced with that of Mars and the monopole part B_{end} with its value in Mars? There is evidence that B_{end} is nonvanishing: for instance, Mars has auroras.
 If the monopole flux tube indeed mediates graviton exchanges, one can wonder whether SC itself is an essentially quantum gravitational phenomenon. Could the attractive interaction between electrons of the Cooper pair be somehow due to gravitation?
The extremely weak direct gravitational interaction between electrons and nucleons cannot be responsible for the formation of Cooper pairs. One can however argue that Earth takes the role of atomic nuclei in the proposed description. Earth attracts the electrons and causes an effective attraction between them. Could this interaction force the wave functions of the electrons of the Cooper pair with wavelength \Lambda_{gr}= r_{S}=2GM\simeq 9 mm to overlap and form a quantum coherent state. For Sun one has \Lambda_{gr}= 1 Mm, which is slightly below Earth radius. Could Sun's gravitation make the macroscopic quantum phase in the Earth's scale?
The proposed duality between gauge theories and gravitation, in particular AdS/CFT duality, has a TGD counterpart. The dynamics for the orbits of partonic 2surfaces and lowerdimensional surface defining a frame for the spacetime surface as an analog of soap film \cite{minimal} would be dual to the dynamics in the interior of the spacetime surfaces.
Could the descriptions in terms of cyclotron photon exchanges and graviton exchanges be dual to each other? Note also that at the fundamental level classical TGD are expressible using only 4 classical fieldlike variables as a selected subset of imbedding space coordinates. This implies extremely strong constraints between fundamental interactions.
See the chapter Comparing the Berry phase model of superconductivity with the TGD based model or the article with the same title.
