Probing the conformation of the sugar transport inhibitor phlorizin by 2D-NMR, molecular dynamics studies, and pharmacophore analysis.

Sodium/D-glucose cotransport, one of the prototypes for sodium gradient-driven symport systems in kidney and intestine, is known to be inhibited by aromatic and aliphatic glucosides (Diedrich, D. F. Biochim. Biophys. Acta 1963, 71, 688-700; Diedrich, D. F. Arch. Biochem. Biophys. 1966, 117, 248-256; Kipp, H.; et al. Biochim. Biophys. Acta 1996, 1282, 124-130; Ramaswamy, K.; et al. Biochim. Biophys. Acta 1976, 433, 32-38). The conformation in which the most potent inhibitor, phlorizin, interacts with the transport protein was investigated with different approaches. Phlorizin consists of the glucose moiety and two aromatic rings (A and B) joined by an alkyl spacer. First the interaction of these various parts of the molecule was determined by two-dimensional (2D) solution NMR. From the 2D-NOESY (nuclear Overhauser effect) measurements spatial distances (up to 5 A) between various interacting H atoms could be detected. Using these values as distance constraints, conformations of phlorizin were calculated and analyzed by the valence force-field method. As a result, a set of conformations could be obtained. The most probable phlorizin conformation shows a nearly perpendicular arrangement of the two aromatic rings (A and B) with the ring B situated above the sugar ring. A very similar conformation could be found by using molecular dynamics simulations when water was chosen as the solvent. This phlorizin conformation in aqueous solution then served as a template for conformational analysis of various phlorizin derivatives. The resulting conformations of derivatives were taken as input to establish a pharmacophore model using the DISCO calculation. As a result, the essential elements of phlorizin for interaction with its binding pocket could be deduced: namely hydrogen bonding via hydroxyl groups of the pyranoside at C(2), C(3), C(4), and C(6) and at C(4) and C(6) of aromatic ring A and hydrophobic interactions via the pyranoside ring and aromatic ring A. Finally, from these conformational features of the pharmacophore the dimension of the phlorizin binding site on the sodium/D-glucose cotransporter was estimated to be 17 x 10 x 7 A(3).

Optimal sensitivity for molecular recognition MAC-mode AFM

Molecular recognition force microscopy (MRFM) using the magnetic AC mode (MAC mode) atomic force microscope (AFM) was recently investigated to locate and probe recognition sites. A flexible crosslinker carrying a ligand is bound to the tip for the molecular recognition of receptors on the surface of a sample. In this report, the driving frequency is calculated which optimizes the sensitivity (S). The sensitivity of MRFM is defined as the relative change of the magnetically excited cantilever deflection amplitude arising from a crosslinker/antibody/antigen connection that is characterized by a very small force constant. The sensitivity is calculated in a damped oscillator model with a certain value of quality factor Q, which, together with load, defines the frequency response (unloaded oscillator shows resonance at Q > 0.707). If Q < 1, the greatest value of S corresponds to zero driving frequency omega (measured in units of eigenfrequency). Therefore, for Q < 1, MAC-mode has no advantage in comparison with DC-mode. Two additional extremes are found at omegaL = (1 - 1/Q)(1/2) and omegaR = (1 + 1/Q)(1/2), with corresponding sensitivities S(L) = Q2/(2Q - 1), S(R) = Q2/(2Q + 1). The L-extreme exists only for Q > 1, and then S(L) > S(R), i.e. the L-extreme is the main one. For Q > 1, S(L) > 1, and for Q > 2.41, S(R) > 1. These are the critical Q-values, above which selecting driving frequency equal to sigmaL or sigmaR brings advantage to MAC mode vs. DC mode. Satisfactory quality of the oscillator model is demonstrated by comparison of some results with those calculated within the classical description of cantilevers.

High-level expression of Na+/D-glucose cotransporter (SGLT1) in a stably transfected Chinese hamster ovary cell line.

The coding region of the high affinity Na+/d-glucose cotransporter (SGLT1) was inserted into the eukaryotic expression vector GFP-N1 under the control of a CMV promoter. The plasmid was then stably transfected into a Chinese hamster ovary cell line (CHO). Transcription and synthesis of SGLT1 were proved by Northern and Western blot analyses. Transport activities of the transfected cells (G6D3) were examined by measuring the sodium-dependent uptake of alpha-methyl[14C]d-glucoside (AMG). Kinetic analysis revealed a Vmax of 10.3 nmol/min/mg (total cell protein) and a Km of 0.26+/-0.09 mM, respectively. The concentration of phlorizin required to inhibit AMG uptake by 50% in the presence of 0.1 mM AMG was 2.35+/-1.84 microM. Electrophysiological studies showed that AMG induces a significant depolarization of membrane voltage in stably transfected CHO cells, suggesting an electrogenic Na-AMG symport. Immunoprecipitation with an antipeptide antibody yielded a nearly homogeneous polypeptide with a molecular mass of about 72 kDa. The amount of SGLT1 present in the CHO cell plasma membranes represents at least 1% of membrane protein, which is about 30-100 times higher than in natural sources, such as renal brush border membranes. In conclusion, the stably transfected G6D3 cells with a markedly high SGLT1 expression can serve as a promising model for studying cellular events related to Na+/d-glucose cotransport and for analyzing the structure and function of the cotransporter itself.