Guanine nucleotides modulate cell surface cAMP-binding sites in membranes from Dictyostelium discoideum

D. discoideum contains kinetically distinguishable cell surface cAMP binding sites. One class, S, is slowly dissociating and has high affinity for cAMP (K_d = 15 nM, $\text{t}\text{1}\text{2}\text{= 15 s}$). A second class is fast dissociating ($\text{t}\text{1}\text{2}$ about 1 s) and is composed of high affinity binding sites H (K_d ≈ 60 nM), and low affinity binding sites L (K_d = ≈ 450 nM) which interconvert during the binding reaction. Guanine nucleotides affect these three binding types in membranes prepared by shearing D.discoideum cells through Nucleopore filters. The affinity of S for cAMP is reduced by guanine nucleotides from 13 nM to 25 nM, and the number of S-sites is reduced about 50%. The number of fast dissociating sites is not altered by guanine nucleotides, but these sites are mainly in the low affinity state. Half-maximal effects are obtained at about 1 μM GTP, 2 μM GDP and 10 μM Gpp(NH)p(guanyl-5′-yl-imidodiphosphate); ATP and ADP are without effect up to 1 mM. These results indicate that D.discoideum cells have a functionally active guanine nucleotide binding protein involved in the transduction of extracellular cAMP signals via cell surface cAMP receptors.     

Hydrogen bonding requirements for the insulin-sensitive sugar transport system of rat adipocytes

(1) The $\text{t}\text{1}\text{2}$ for 1.3 mM D-allose uptake and efflux in insulin-stimulated adipocytes is 1.7 ± 0.1 min. In the absence of insulin mediated uptake of D-allose is virtually eliminated and the uptake rate ($\text{t}\text{1}\text{2}\text{= 75.8 ± 4.99}\text{min}$) is near that calculated for nonmediated transport. The kinetic parameters for D-allose zero-trans uptake in insulin-treated cells are K_zt^oi = 271.3 ± 34.2 mM, V_zt^oi = 1.15 ± 0.12 mM · s^?1. (2) A kinetic analysis of the single-gate transporter (carrier) model interacting with two substrates (or substrate plus inhibitor) is presented. The analysis shows that the heteroexchange rates for two substrates interacting with the transporter are not unique and can be calculated from the kinetic parameters for each sugar acting alone with the transporter. This means that the equations for substrate analogue inhibition of the transport of a low affinity substrate such as D-allose can be simplified. It is shown that for the single gate transporter the K_i for a substrate analogue inhibitor should equal the equilibrium exchange K_m for this analogue. (3) Analogues substituted at C-1 show a fused pyranose ring is accepted by the transporter. 1-Deoxy-D-glucose is transported but has low affinity for the transporter. High affinity can be restored by replacing a fluorine in the β-position at C-1. The K_i for $\text{d}\text{-glucose}\text{= 8.62}\text{mM}$; the K_i for $\text{β-}\text{fluoro-}\text{d}\text{-glucose}\text{= 6.87}\text{mM}$. Replacing the ring oxygen also results in a marked reduction in affinity. The K_i for $\text{5-}\text{thio-}\text{d}\text{-glucose}\text{= 42.1}\text{mM}$. (4) A hydroxyl in the gluco configuration at C-2 is not required as 2-deoxy-d-galactose (K_i = 20.75 mM) has a slightly higher affinity than d-galactose (K_i = 24.49 mM). A hydroxyl in the manno configuration at C-2 interferes with transport as d-talose (K_i = 35.4 mM) has a lower affinity than d-galactose. (5) d-Allose (K_m = 271.3 mM) and 3-deoxy-d-glucose (K_i = 40.31 mM) have low affinity but high affinity is restored by substituting a fluorine in the gluco configuration at C-3. The K_i for $\text{3-}\text{fluoro-}\text{d}\text{-glucose}\text{= 7.97}\text{mM}$. (6) Analogues modified at C-4 and C-6 do not show large losses in affinity. However, 6-deoxy-d-glucose (K_i = 11.08 mM) has lower affinity than d-glucose and 6-deoxy-d-galactose K_i = 33.97 mM) has lower affinity than d-galactose. Fluorine substitution at C-6 of d-galactose restores high affinity. The K_i for $\text{6-}\text{fluoro-}\text{d}\text{-galactose}\text{= 6.67}\text{mM}$. Removal of the C-5 hydroxymethyl group results in a large affinity loss. The K_i$\text{d}\text{-xylose}\text{= 45.5}\text{mM}$. The K_i for $\text{l}\text{-arabinose}\text{= 49.69}\text{mM}$. (7) These results indicate that the important hydrogen bonding positions involved in sugar interaction with the insulin-stimulated adipocytes transporter are the ring oxygen, C-1 and C-3. There may be a weaker hydrogen bond to C-6. Sugar hydroxyls in non-gluco configurations may sterically hinder transport.     

The decay of genetic variability in geographically structured populations. II

The ultimate rate of approach to equilibrium in the infinite stepping-stone model is calculated. The analysis is restricted to a single locus in the absence of selection, and every mutant is assumed to be new to the population. Let f(t, x) be the probability that two homologous genes separated by the vector x in generation t are the same allele. It is supposed that $\text{f(}\text{0, x}\text{) = O(x}{}^{\mathrm{?2?\eta }}\text{), η > 0,}\text{as}\text{x ≡ ¦}\text{x}\text{¦ → ∞}$. In the absence of mutation, f(t, x) tends to unity at the rate $\text{t}{}^{\mathrm{<mtext>?1</mtext><mtext>2</mtext>}}$ in one dimension and (ln t)^?1 in two dimensions. Thus, the loss of genetic variability in two dimensions is so slow that evolutionary forces not considered in this model would supervene long before a two-dimensional natural population became completely homogeneous. If the mutation rate, u, is not zero f(t, x) asymptotically approaches equilibrium at the rate $\text{(1 ? u)}{}^{\mathrm{2t}}\text{t}{}^{\mathrm{<mtext>?3</mtext><mtext>2</mtext>}}$ in one dimension and (1 ? u)^2tt^?1(lnt)^?2 in two dimensions. Integral formulas are presented for the spatial dependence of the deviation of f(t, x) from its stationary value as t → ∞, and for large separations this dependence is shown to be (const + x) in one dimension and (const + ln x) in two dimensions. All the results are the same for the Malécot model of a continuously distributed population provided the number of individuals per colony is replaced by the population density. The relatively slow algebraic and logarithmic rates of convergence for the infinite habitat contrast sharply with the exponential one for a finite habitat.     

Electrical characteristics of the apical and basal-lateral membranes in the turtle bladder epithelial cell layer

(1) The active transport of Na⁺ across the turtle bladder epithelial cell layer consists of a passive entry step through a Na⁺-selective path in the apical membrane and an active extrusion step through Na⁺ pump-containing path in the basal-lateral membrane together with some back-leakage through the paracellular spaces and tight junctions between the epithelial cells. This hypothesis has now been verified qualitatively and to some extent, quantitatively by the use of an intracellularly-located microelectrode in conjunction with a conventional assembly of extracellularly-located macroelectrodes mainly in short-circuited bladders bathed by Na⁺-rich Ringer media. Under these conditions, the intracellular potential (V_sc) averaged 38.4 mV with the cell electronegative; the fractional resistance of the apical membrane ($\text{?R}{}_{\mathrm{<mtext>a</mtext>}}$) averaged 0.55; while the concomitant transepithelial parameters, short circuiting current (I_sc) and electrical conductance (G_t), average 68.6 μA/cm² and 0.98 mS/cm², respectively. (2) The relation between these parameters and the transepithelial flow of Na⁺ (orI_sc) is evoked by blocking Na⁺ entry into the cell (by the mucosal addition of amiloride or removal of mucosal Na⁺). Amiloride-induced blockade of the Na⁺ entry step results in a rapid hyperpolarization of the cell interior during which V_sc = —79.1 mV and $\text{?R}{}_{\mathrm{<mtext>a</mtext>}}\text{= 0.92}$. I_sc and G_t (equivalent to the shunt conductance under these conditions) averaged 5 μA/cm² and 0.35 mS/cm², respectively. The entire process is reversible on re-admission of Na⁺ entry into the cell. (3) A slow depolarization of the cell interior in the period of blocked transapical Na⁺ entry is opposite to that expected from an electroneutral Na⁺-K⁺ exchanging pump; but instead is the predictable response of an electrogenic Na⁺ pump in parallel with a passive K⁺-selective conductance in the basal-lateral membrane. (4) The electrogenicity concept is substantiated after pretreatment of the bladder with serosal ouabain, which changes the response of V_sc to amiloride (from the aforementioned biphasic response) to a step-function response, attributable mainly to the development of a slowly dissipating K⁺ diffusion potential across the basallateral membrane. (5) Under open-circuit conditions, the electronegativity of cell to mucosa (V_a) is a linear inverse function of the electropositivity of serosa to mucosa (V_t). For V_t ? 100 mV, V_a is positive; and for V_t between ?30 and 90 mV, V_a is negative.     

A mathematical model describing the effect of temperature and substrate concentration on the activities of M4 and H4 lactate dehydrogenase from the big brown bat (Eptesicus fuscus)

The effect of temperature on the activities of M₄ and H₄ lactate dehydrogenases (LDH, EC 1.1.1.27) isolated from the big brown bat (Eptesicus fuscus) was examined. Temperature effects were dependent on the concentrations of all four LDH substrates, pyruvate, lactate, NADH, and NAD. Arrhenius plots of In v_i vs reciprocal of absolute temperature were linear for all but the lowest substrate concentrations. The slopes of these Arrhenius plots were used to calculate the temperature effect parameter (μ). Substrate-dependent temperature effects for M₄ and H₄ LDH were described by an equation for a rectangular hyperbola, $\text{μ =}\text{[E}{}_{\mathrm{\beta }}\text{S + E}{}_{\mathrm{\alpha }}\text{K}{}_{\mathrm{t}}\text{]}\text{[K}{}_{\mathrm{t}}\text{+ S]}$ proposed by G. R. Harbison and J. R. Fisher (1974, Comp. Biochem. Physiol.47B, 27–32) for adenosine deaminase. The parameters E_α (μ at infinitely low substrate concentration), E_β (μ at infinitely high substrate concentration), and K_t (the concentration of substrate when $\text{μ =}\text{[E}{}_{\mathrm{\alpha }}\text{+ E}{}_{\mathrm{\beta }}\text{]}\text{2}$) can be used to describe the temperature dependence of LDH activity at any substrate concentration and to compare the substrate-dependent temperature effects on the two isoenzymes. Significantly different E_β and K_t values for pyruvate-dependent temperature effects and different E_β, E_α, K_t, and E_β ? E_α (the range of possible μ values) for lactate-dependent temperature effects were found between M₄ and H₄ LDH isoenzymes. High lactate concentrations inhibited bat H₄ LDH activity to a greater degree at low temperatures than at high temperatures. Thus substrate inhibition plays an important role in the effect of temperature on the activity of H-type LDH at high lactate concentrations. Substrate-dependent temperature effects on bat LDH activity were the result of temperature effects on the apparent K_m value of the respective substrate. Since both the apparent K_m for pyruvate and the K_i for the competitive inhibitor oxamate decreased with decreasing temperature, the substrate-dependent temperature effects observed for pyruvate probably resulted from an increased affinity between pyruvate and the LDH-NADH complex with decreasing temperature.     

Hymenolepis diminuta: The non-saturable component of methionine uptake

Lussier P. E., Podesta R. B. and Mettrick D. F. 1982. Hymenolepis diminuta: the non-saturable component of methionine uptake. International Journal for Parasitoiogy12: 265–270. The concentration dependence of in vitro unidirectional methionine influx by Hymenolepis diminuta was analysed by the relation: $\text{J =}\text{(J}{}_{\mathrm{<mtext>m</mtext>}}\text{C}{}_{\mathrm{<mtext>b</mtext>}}\text{)}\text{(K}{}_{\mathrm{t}}\text{+ C}{}_{\mathrm{<mtext>b</mtext>}}\text{)}\text{+ K}{}_{\mathrm{d}}\text{(C}{}_{\mathrm{<mtext>b</mtext>}}\text{)}$, where J_m is the maximum uptake rate, K_t is the the apparent affinity constant and C_b is the medium substrate concentration. The linear component was separated using an asymptotic least squares curve fitting procedure and the resulting constant, K_d, is thought to be an apparent permeability coefficient. K_d may be a reflection of a simple diffusive component, a second mediated component or a combination of a passive and mediated influx. The low Q₁₀ value of the K_d's for methionine uptake (Q₁₀ = 1.31) indicated that this component is probably a reflection of diffusion within the membrane. However, the decrease in the K_d component in the presence of leucine and glycine, implies that there is also a small, second, mediated component in addition to the diffusive component. K_d derived from the asymptotic portion of the concentration-flux relation was compared with the residual flux of methionine after near complete inhibition of the mediated component with leucine and glycine. The K_d component was found to be pH-sensitive, increasing as the pH decreased and was not affected by external sodium. Results indicate that the mediated component of methionine influx was accelerated by increasing external Na⁺ and H⁺ concentrations.     

Estimation of mutation rates in cultured mammalian cells

The factors that affect reliable estimations of mutation rates (μ) in cultured mammalian somatic cell populations by fluctuation analysis are studied experimentally and statistically. We analyze the differential effect of the final cell population size in each culture (N_t) and the number of parallel cultures (C) on the variation in the rate estimates ($\text{μ}$) inferred from the P₀ method. The analysis can be made after the derivation of the variance of $\text{μ}$, which is a measure of variation of $\text{μ}$ for a given combination of N_t and C in a number of repeat experiments. The variance of $\text{μ}$ is inversely proportional to C and to the square of N_t. N_t determines the probability of occurrence of mutation in a cell culture. By influencing the size of P₀, N_t also determines whether a rate estimate is obtainable from the experiment. Since P_o is estimated from the fraction of cultures containing no mutation in a set of C cultures, C becomes a determining factor for the accuracy of $\text{μ}$. The rate estimated from $\text{P}\text{?}{}_0$ is biased, but the bias is in general 2 orders of magnitude smaller than $\text{μ}$. By the selection of an appropriate combination of N_t and C for the experiment, this bias can be reduced even further.Based on the notion of comparing two proportions, we propose a test statistic and have applied it to experimental results for a test of equality of mutation rates in different cell lines. This development places the comparison of mutation rates on a statistical basis.     

Time lag in a model of a biochemical reaction sequence with end product inhibition

The model studied is that of Goodwin, in which all but one of the reactions obey linear kinetics, while the end-product inhibits the first reaction in a term of Michaelis-Menten form, with Hill coefficient ?:

$\text{z=}\text{∫}\text{?∞}\text{t}\text{x}{}_{\mathrm{n}}\text{(T)G(t?T)dt}$

The results obtained relate to time lag in the off diagonal terms in these equations. The time lag is taken in distributed form, for example replacing x_n in the first equation by

$\text{dx}{}_{\mathrm{t}}\text{dt}\text{=k}{}_1\text{x}{}_{\mathrm{t??}}\text{1?b}{}_1\text{x}{}_{\mathrm{t}}\text{, i=2, …n.}$

For any non-negative G, time lag in these terms can not destabilize the equilibrium point in the case ? = 1. For a particular class of functions G one can obtain some insight into the consequences of time lag by relating the model to that with a longer loop of reactions. Then known results can be used for general ? and n.     

Properties of [3H]diazepam binding sites on rat blood platelets

Intact rat blood platelets are shown to possess benzodiazepine binding sites of the peripheral type, binding of [³H]diazepam being strongly inhibited by Ro5-4864 (K_i = 3.6 ± 0.5 nM) but only weakly inhibited by clonazepam (K_i = 35.1 ± 18.2 μM). Binding of [³H]diazepam is specific and saturable. Scatchard analysis reveals a single class of binding sites with K_D = 14.7 ± 1.0 nM and B_max = 564 ± 75 fmoles/10⁸ platelets. The Hill coefficient is 0.94, indicating a lack of binding site heterogeneity or negative cooperativity. Binding reaches equiliibrium at 6 min, with k₊₁ = 2.9 × 10⁷ M^?1 min^?1, and is rapidly reversible ($\text{t}{}_{\mathrm{<mtext>1</mtext><mtext>2</mtext><mtext>\; =\; 2.2\; </mtext><mtext>min</mtext>}}$ with K_?1 = 0.315 min^?1. K_D derived from the rate constants agrees with that estimated by Scatchard analysis. K_D of the crude membrane fraction of platelets is also close to that of intact platelets. Binding of [³H]diazepam is linear with platelet number (between 0.25–2 × 10⁸ platelets), is temperature sensitive with maximum binding at 0°C, and has a broad optimal pH range between pH 5–9.     

The modulation of cell surface cAMP receptors from Dictyostelium disscoideum by ammonium sulfate

Dictyostelium discoideum cells contain a heterogeneous population of cell surface cAMP receptors with components possessing different affinities (K_d between 15 and 450 nM) and different off-rates of the cAMP-receptor complex ($\text{t}\text{1}\text{2}$ between 0.7 and 150 s). The association of cAMP to the receptor and the dissociation of the cAMP-receptor complex still occur in the presence of 3.4 M ammonium sulfate. However, these processes are strongly altered. (1) Low concentrations of ammonium sulfate (≈ 50 mM) induce an approx. 2-fold increase of the number of cAMP binding sites. The same effect is induced by millimolar concentrations of CaCl₂. Ammonium sulfate and CaCl₂ are not additive, which suggests that these salts may act via the same mechanism. (2) High concentrations of ammonium sulfate (3.4 M) induce an alteration in the proportioning of the various cAMP binding sites to the components with the highest affinity. (3) High concentrations of ammonium sulfate (3.4 M) retard the dissociation of all binding sites about 3–6-fold, thus giving rise to an increase in the affinity of all cAMP-binding components.     

Trypanosoma lewisi: alterations in membrane function in the rat.

DEAE-cellulose-purified Trypanosoma lewisi from 4-day (dividing trypanosomes) and 7-day (non-dividing trypanosomes) infections in rats were compared for initial uptake of glucose, leucine, and potassium. Glucose entered the parasitic cells by mediated (saturable) processes, whereas leucine and K⁺ entered by mediated processes and diffusion. Glucose entry was significantly elevated in 4-day cells (V_max 4.00 ± 1.02 nmoles/ 1 × 10⁸ cells/min) with respect to 7-day cells (V_max 1.83 ± 0.62 nmoles 1 × 10⁸ cells/min). Likewise, the affinity of the glucose carrier was significantly greater in 4-day cells (K_m = 0.30 ± 0.02 mM) than in 7-day cells (K_m = 0.59 ± 0.11 mM). When leucine and K⁺ transport were compared in 4- and 7-day populations, significant elevations in the rate of entry (V_max) of both substrates were observed for 4-day cells; K_m values for leucine and K⁺ were not altered by the stage of infection. For leucine, the V_max and K_m for 4-day cells were 2.40 ± 0.50 nmoles/1 × 10⁸ cells/30 sec and 78 ± 7 μM, respectively; corresponding values in 7-day cells were 1.06 ± 0.02 nmoles/1 × 10⁸ cells/30 sec and 66 ± 11 μM. For K⁺, the V_max and K_m for 4-day cells were 15.97 ± 0.38 nmoles/1 × 10⁸ cells/min and 1.2 mM, respectively; corresponding values in 7-day cells were 4.76 ± 1.82 nmoles/1 × 10⁸ cells/min and 1.05 mM. The observed increase in the rate of K⁺ entry into 4-day cells was attributable to enhanced influx; no significant difference in the rate of K⁺ efflux was noted when 4- and 7-day cells were compared ($\text{t}{}_{\mathrm{<mtext>1</mtext><mtext>2</mtext>}}$ of K⁺ leak for 4- and 7-day cells were 68.1 ± 9.3 and 67.9 ± 15.2 min, respectively). Potassium influx was ouabain insensitive. Membrane function in 7-day cells was not uniformly inhibited. No significant difference in the activity of the membrane-bound enzyme, 5′-nucleotidase, was observed when 4- and 7-day cells were compared.     

Conjugation in Tetrahymena: the relationship between the division cycle and cell pairing

Conjugation, a sexual stage in the life cycle of Tetrahymena, is marked by the pairing of two cells of opposite mating types. Pairing establishes cytoplasmic continuity between the two cells and initiates the complex of nuclear events involved in sexual exchange. After mixing cells of opposite mating types in nonnutrient medium, a 3-hr refractory period ensues before pairing begins.A wave of cell division occurs concurrently with the onset of pairing. However, although all cells pair, the population does not double. This indicates that some cells do not divide and yet are capable of pairing. Apparently division per se is not required for pairing but does occur in most of the cells.Autoradiographic analysis demonstrates that the cells that divide before pairing were at a stage in the cell cycle beyond the initiation of macronuclear replication at the time they were transferred to nonnutrient medium. Cells that did not divide were in G₁ at the time of shift-down. Thus, neither replication nor division is required to be able to fuse. However, since fusion occurs only in G₁ and most cells are not in G₁ at the time of shift-down, a traverse of the cell cycle is required.Shift-down induces G₁ arrest and preparations for the mating reaction. Mixing the cells induces a synchronous wave of division for cells beyond the $\text{G}{}_1\text{S}$ interface. Preparations for the mating reaction occur independently of but simultaneous with the preparations for cell division.     

Foundations of the use of an enzyme-kinetic analogy in cell-mediated cytotoxicity

A mathematical model of the ⁵¹Cr-release microcytotoxicity assay is utilized to find conditions under which the kinetics of this assay resemble the kinetics of a classical enzyme-substrate reaction. Assuming a steady-state approximation, that “bystander” effector cells do not bind markedly better than the cytotoxic effector cells, and that the programming of the target cells for lysis is irreversible, it is shown that the velocity of label release is v = v_maxT_T/(K_{$\text{1}\text{2}$}+T_T), where both V_max and K_{$\text{1}\text{2}$} are linear functions of the effector-cell population and T_T is the initial target-cell population. Moreover, the expressions for K_{$\text{1}\text{2}$} and V_max are expressed in terms of natural kinetic parameters of the process and attributes of the noncytotoxic bystanders.     

Study of the interaction of Saccharomyces cerevisiae with glucose by particle microelectrophoresis

Saccharomyces cerevisiae NCYC 239 in the presence of glucose at temperatures under 303 K shows a time-dependent lowering of electrophoreric mobility $\text{υ}$. At temperatures above 303 K, this time-dependent change in $\text{υ}$ is in the direction of increased mobilities. Cells suspended in buffer indicate a surface pK_a of less than 4, whereas for cells suspended in buffered glucose it is impossible to derive a surface pK_a. A kinetic study of the interaction of S. cerevisiae with glucose as a function of temperature allows calculation of an activation energy of 140 kJ·mol^?1 for the combined processes of (i) uptake of glucose onto the cell wall, (ii) transfer through the cell wall and membrane, and (iii) the establishment of a steady glucose flux through the wall and membrane.     

Spatial requirements for insulin-sensitive sugar transport in rat adipocytes

(1) Alkyl sugar inhibition of d-allose uptake into adipocytes has been used to explore the spatial requirements of the external sugar transport site in insulin-treated cells. α-methyl and β-methyl glucosides show low affinity indicating very little space around C-1. The high affinity of d-glucosamine (K_i = 9.05 ± 0.66 mM) is lost by N-acetylation. $\text{N-}\text{Acetyl-}\text{d}\text{-glucosamine}$ shows no detectable affinity, indicating that a bulky group at C-2 is not accepted. Similarly $\text{2,3-}\text{di}\text{-O-}\text{methyl-}\text{d}\text{-glucose}$ (K_i = 42.1 ± 7.5 mM) has lower affinity than $\text{3-O-}\text{methyl-}\text{d}\text{-glucose}$ (K_i = 5.14 ± 0.32 mM) indicating very little space around C-2 but much more around C-3. A reduction in affinity does occur if a propyl group is introduced into the C-3 position. The K_i for $\text{3-O-}\text{propyl-}\text{d}\text{-glucose}$ is 11.26 ± 2.12 mM. $\text{6-O-}\text{Methyl-}\text{d}\text{-galactose}$ (K_i = 87.2 ± 17.9 mM) and $\text{6-O-}\text{propyl-}\text{d}\text{-glucose}$ (K_i = 78.07 ± 12.6 mM) show low affinity compared with d-galactose and d-glucose, indicating steric constraints around C-6. High affinity is restored in $\text{6-O-}\text{pentyl-}\text{d}\text{-galactose}$ (K_i = 4.66 ± 0.23 mM) possibly indicating a hydrophobic binding site around C-6). (2) In insulin treated cells $\text{4,6-O-}\text{ethylidene-}\text{d}\text{-glucose}$ (K_i = 6.11 ± 0.5 mM) and maltose (K_i = 23.5 ± 2.1 mM) are well accommodated by the site but trehalose shows no detectable inhibition. These results indicate that the site requires a specific orientation of the sugar as it approaches the transporter from the external solution. C-1 faces the inside while C-4 faces the external solution. (3) To determine the spatial and hydrogen bonding requirements for basal cells 40 μM $\text{3-O-}\text{methyl-}\text{d}\text{-glucose}$ was used as the substrate. Poor hydrogen bonding analogues and analogues with sterically hindering alkyl groups showed similar K_i values to those determined for insulin-treated cells. These results indicate that insulin does not change the specificity of the adipocyte transport system.     

Light-induced absorption changes in intact cells of Rhodopseudomonas Sphaeroides. Evidence for interaction between photosynthetic and respiratory electron transfer chains

Absorption changes, following a series of actinic flashes, linked to oxidoreduction states of ubiquinone, cytochrome c_t together with the carotenoid bandshift, have been measured for intact cells of Rhodopseudomonas sphaeroides under aerobic conditions. Binary oscillations are observed for these different contributions: (1) about one molecule of ubisemiquinone and fully reduced quinone are formed on odd and even flashes, respectively; (2) cytochrome c_t re-reduction is faster ($\text{t}{}_{\mathrm{<mtext>1</mtext><mtext>2</mtext>}}\text{≈ 50}\text{ms}$) after an even number of flashes than after an odd number; ($\text{t}{}_{\mathrm{<mtext>1</mtext><mtext>2</mtext>}}\text{≈ 100}\text{ms}$); (3) a slow-rising phase ($\text{t}{}_{\mathrm{<mtext>1</mtext><mtext>2</mtext>}}\text{≈ 5}\text{ms}$, antimycin A-insensitive) of the carotenoid bandshift is observed after each even flash. These results are compared to the respiratory activity of the cells under flash excitation and discussed in relation to a model, in which respiratory and photosynthetic electron chains interact at the level of cytochrome c₂ and where the terminal oxidase is supposed to have electrogenic properties.