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Temperature response, solids

Figure3.70 Temperature response measured afteraheatcarrierfluid (oil,velocity0.35ms has been switchedfrom200tol 80°Catdifferentlocationsona micro heatexchangerplatelet. Measured values (symbols) model predictions (solid lines) [135],... Figure3.70 Temperature response measured afteraheatcarrierfluid (oil,velocity0.35ms has been switchedfrom200tol 80°Catdifferentlocationsona micro heatexchangerplatelet. Measured values (symbols) model predictions (solid lines) [135],...
Crystalline solids are built up of regular arrangements of atoms in three dimensions these arrangements can be represented by a repeat unit or motif called a unit cell. A unit cell is defined as the smallest repeating unit that shows the fuU symmetry of the crystal structure. A perfect crystal may be defined as one in which all the atoms are at rest on their correct lattice positions in the crystal structure. Such a perfect crystal can be obtained, hypothetically, only at absolute zero. At all real temperatures, crystalline solids generally depart from perfect order and contain several types of defects, which are responsible for many important solid-state phenomena, such as diffusion, electrical conduction, electrochemical reactions, and so on. Various schemes have been proposed for the classification of defects. Here the size and shape of the defect are used as a basis for classification. [Pg.419]

This dinuclear complex luminesces at both 77 K and room temperature in solid state and emission seems to be related to the fragment AuI-PPh2C=C rather than to aurophilic interactions, which are commonly responsible for the luminescent properties of dinuclear species. [Pg.96]

The underdamped steady state results for reducing the coal moisture content to 31.05 wt % are given in the third data column of Table III. The solids temperature response starts out similar to the Figure 4 results except the temperature rises to a higher peak value of 1133 c (2072 f). Starting with an amplitude of... [Pg.347]

Figure 9 shows the steady state convergent results for reducing the exit gas pressure from 2.84 MPa (28 atm) to 2.53 MPa (25 atm). The pressure decrease lowers the gas density but increases the gas velocity since the molar feed rate of the inlet gas remains constant. This puts less heat into the reactor which lowers the exit gas temperature and causes the burning zone to shift down the reactor a short distance. This is reflected in the Figure 9 solids temperature response which starts out with a short false temperature rise but then exhibits a rapid temperature drop to a final steady state condition (non-minimum phase response). [Pg.357]

Figure 21.29 Response of the two-CSTR system to 50% positive and negative changes in throughput (a) feed flow rate and setpoint (b) reactor temperatures (T, solid Tj, dashed) (c) water feed flow rate ( solid q 2 dashed, in %) (d) holdups (L, solid L, dashed). Figure 21.29 Response of the two-CSTR system to 50% positive and negative changes in throughput (a) feed flow rate and setpoint (b) reactor temperatures (T, solid Tj, dashed) (c) water feed flow rate ( solid q 2 dashed, in %) (d) holdups (L, solid L, dashed).
Figure 8.13 illustrates the response of this EW in terms of cyclic voltammetry. In the cathodic cycle the window is transparent (combination of WO3 in the pristine state and of fully lithiated LiyNi03) and in the anodic cycle the window becomes reflective (dark blue, lithiated LixW03). However, as in the previously discussed case of ECDs, the temperature-dependent conductivity of the electrolyte is of crucial importance for this EW, whose response becomes manifest only above 60°C, namely at temperatures higher than the crystalline to amorphous transition point. In fact, at this temperature the solid-state EW operates with a good transmittance variation (i.e. from 20% to 55%) and with an excellent cyclability (Figure 8.14). However, the response time is slow, thus confirming that more versatile windows require the relacement of PEO-based polymer electrolytes with electrically improved materials having fast ion transport at ambient and subambient temperatures [40]. Figure 8.13 illustrates the response of this EW in terms of cyclic voltammetry. In the cathodic cycle the window is transparent (combination of WO3 in the pristine state and of fully lithiated LiyNi03) and in the anodic cycle the window becomes reflective (dark blue, lithiated LixW03). However, as in the previously discussed case of ECDs, the temperature-dependent conductivity of the electrolyte is of crucial importance for this EW, whose response becomes manifest only above 60°C, namely at temperatures higher than the crystalline to amorphous transition point. In fact, at this temperature the solid-state EW operates with a good transmittance variation (i.e. from 20% to 55%) and with an excellent cyclability (Figure 8.14). However, the response time is slow, thus confirming that more versatile windows require the relacement of PEO-based polymer electrolytes with electrically improved materials having fast ion transport at ambient and subambient temperatures [40].
Figure 16 Digester pressure and temperature responses to a [0 -1] set-point change under two decoupled PI controllers with steam controlling pressure (solid) or steam controlling temperature (dashed) with air controlling the remaining output compared to a full-block IMC design (dotted). Figure 16 Digester pressure and temperature responses to a [0 -1] set-point change under two decoupled PI controllers with steam controlling pressure (solid) or steam controlling temperature (dashed) with air controlling the remaining output compared to a full-block IMC design (dotted).
Fig. 7.19. Experimentally determined stress versus temperature hysteresis data for a 1 jjLm. thick A1 film deposited on a relatively thick elastic substrate. The specimen was first heated from room temperature to 300 °C (the data point set marked 1 ), held at that temperature for 30 min., and then subsequently cooled to a minimum temperature before being heated again to 300 °C. This minimum temperature was chosen to be 110, 50, 20 and —10 °C for the four thermal cycles, the heating portions of which are denoted by the numbers 2, 3, 4 and 5, respectively. The specimen was held at 300 °C for 30 min. during each thermal cycle. The as a function of temperature. The solid curves in Figure 7.19 show the response for elastic and plastic deformation implied by (7.75) and (7.76). To denotes the stress-free reference temperature. Experimental data provided by Y. J. Choi, Massachusetts Institute of Technology (2002). Fig. 7.19. Experimentally determined stress versus temperature hysteresis data for a 1 jjLm. thick A1 film deposited on a relatively thick elastic substrate. The specimen was first heated from room temperature to 300 °C (the data point set marked 1 ), held at that temperature for 30 min., and then subsequently cooled to a minimum temperature before being heated again to 300 °C. This minimum temperature was chosen to be 110, 50, 20 and —10 °C for the four thermal cycles, the heating portions of which are denoted by the numbers 2, 3, 4 and 5, respectively. The specimen was held at 300 °C for 30 min. during each thermal cycle. The as a function of temperature. The solid curves in Figure 7.19 show the response for elastic and plastic deformation implied by (7.75) and (7.76). To denotes the stress-free reference temperature. Experimental data provided by Y. J. Choi, Massachusetts Institute of Technology (2002).
In certain special circumstances - emergencies, startups, and shutdowns -model-predictive control cannot be used. It is more realistic to say that well-tuned, well-maintained model-predictive control application can emulate the plant s best operator - every minute of every day. Figure 4 compares the temperature response to a soot-blowing disturbance under three types of control. The solid line shows the open-loop (manual) response. The heavily dotted line shows better response with a PID (feedback) controller. The lightly dotted line shows superb response with model-predictive control. [Pg.252]

Figure 9.34 Temperature response of the storage modulus measured at 1 rad/s for high-solid pectin. Top trace 1 % pectin (DE 92)+40% sucrose+40% glucose syrup middle trace 1.32% pectin (DE 22)+39.8% sucrose+39.8% glucose syrup and bottom trace 40.5% sucrose+40.5% glucose syrup. Small amounts of hydrocolloid can have large effects on the rheological properties. (Reprinted from [128], Copyright (1996), with permission from Elsevier.)... Figure 9.34 Temperature response of the storage modulus measured at 1 rad/s for high-solid pectin. Top trace 1 % pectin (DE 92)+40% sucrose+40% glucose syrup middle trace 1.32% pectin (DE 22)+39.8% sucrose+39.8% glucose syrup and bottom trace 40.5% sucrose+40.5% glucose syrup. Small amounts of hydrocolloid can have large effects on the rheological properties. (Reprinted from [128], Copyright (1996), with permission from Elsevier.)...
As also noted in the preceding chapter, it is customary to divide adsorption into two broad classes, namely, physical adsorption and chemisorption. Physical adsorption equilibrium is very rapid in attainment (except when limited by mass transport rates in the gas phase or within a porous adsorbent) and is reversible, the adsorbate being removable without change by lowering the pressure (there may be hysteresis in the case of a porous solid). It is supposed that this type of adsorption occurs as a result of the same type of relatively nonspecific intermolecular forces that are responsible for the condensation of a vapor to a liquid, and in physical adsorption the heat of adsorption should be in the range of heats of condensation. Physical adsorption is usually important only for gases below their critical temperature, that is, for vapors. [Pg.599]

A thermistor is a thermally sensitive, semiconductor solid-state device, which can only sense and not monitor (cannot read) the temperature of a sensitive part of equipment where it is located. It can operate precisely and consistently at the preset value. The response time is low and is of the order of 5-10 seconds. Since it is only a temperature sensor, it does not indicate the temperature of the windings or where it is located but only its preset condition. [Pg.302]

Dislocations are known to be responsible for die short-term plastic (nonelastic) properties of substances, which represents departure from die elastic behaviour described by Hooke s law. Their concentration determines, in part, not only dris immediate transport of planes of atoms drrough die solid at moderate temperatures, but also plays a decisive role in die behaviour of metals under long-term stress. In processes which occur slowly over a long period of time such as secondaiy creep, die dislocation distribution cannot be considered geometrically fixed widrin a solid because of die applied suess. [Pg.180]


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