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Functional temperature range is −40°C to +65°C For this power experimentation, we applied the FLPA methodology to measure and characterize the sensor.
The design concept of the gas-cooled fast reactor which is a 4th generation nuclear reactor, requires protective coatings able to operate at 850 °C and protect the underlying structure in case of sudden increase of the functional temperature up to 1250 °C and depressurization from 0.70 MPa to atmospheric pressure.
This set consists of mesophilic proteins that have been experimentally mutated resulting in proteins that show an increased optimal functional temperature (or melting temperature T m ).
Tests evaluated under this study are inappropriate for use in low-resource settings because of either their functional temperature working range or their complexity.
It appears that for regions of a thermophilic protein that display high flexibility at the elevated, functional temperature, the additional property of small enthalpic barriers for local unfolding may be predictive of positions with comparable flexibility within a mesophilic ortholog at its reduced, functional temperature.
Furthermore, it correctly detects all the 11 mutated proteins that are endowed by an increase of the melting/optimal functional temperature, as experimentally characterized, of >10○C (Table 3).
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In a study of homologous, temperature-adapted forms of a prokaryotic alcohol dehydrogenase near their functional temperatures of 65 °C (thermophilic variant) and 5 °C (psychrophilic variant), families of peptides were identified that exchanged either more or less at the reduced temperature of the psychrophile.
Second, the ( {upalpha^{mathrm{H}}}_{{mathrm{CH}}_4hbox {mathrm{H}}_2mathrm{O}} ) values in the third province (0.79 0.86) overlap with the ( {upalpha^{mathrm{eq}}}_{{mathrm{CH}}_4hbox {mathrm{H}}_2mathrm{O}} ) values in the known biologically-functional temperature range (0.758 0.843 at 0 122 °C: Horibe and Craig 1995) (Fig. 6).
Biosorption is really a complex process and dependent on lot of factors such as functional groups, temperature, pH, metal ions concentration, weight of biomass and presence of competing metal ions (Lesmana et al. 2009).
Using the Rouse Zimm model of the marcomolecule, the stress constitutive equation of dilute polymer solutions is derived in the form of a functional of temperature and deformation histories.
I L represents the photon generating current, (I_{O}) represents the saturated current in the diode, Rs represents the resistance in the series, A represents the passive function of the diode, k (= 1.38 × 10−23 W/m2 K) represents Boltzmann's constant, q (= 1.6 × 10−19 C) represents the magnitude of the charge of an electron and TC represents the functional cell temperature.
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