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States of charge

The State of Charge (SOC) is an indication of the amount of electricity still available in the secondary battery (see section 2.3.3.11) in relation to its capacity in given conditions (discharge current amplitude) of discharge past and future  [Pg.41]

Amount of charge remaining Practical capacity of the accumulator [Pg.41]

The SOC is associated with a chemical energy. Therefore, it can be used to evaluate the remaining range. [Pg.41]

It is also a dimensionless value, which is usually expressed as a percentage  [Pg.41]

This relation can be compared to that given by equation [2.8] by dividing each of its terms by the capacity. [Pg.41]


The density of the electrolyte, measured by a hydrometer, forms a useful indicator of the state of charge or discharge of the battery. [Pg.203]

We shall be interested in determining the effect of electrolytes of low molecular weight on the osmotic properties of these polymer solutions. To further simplify the discussion, we shall not attempt to formulate the relationships of this section in general terms for electrolytes of different charge types-2 l, 2 2, 3 1, 3 2, and so on-but shall consider the added electrolyte to be of the 1 1 type. We also assume that these electrolytes have no effect on the state of charge of the polymer itself that is, for a polymer such as, say, poly (vinyl pyridine) in aqueous HCl or NaOH, the state of charge would depend on the pH through the water equilibrium and the reaction... [Pg.569]

Substrates involved in molecular recognition may feature a particular shape, size, state of charge, chemical affinity or optical specification (19,30,33—36). In general most of these parameters share. Nevertheless there may be dominating features of a certain substrate molecule to be used by a complementary receptor in the recognition process (9). [Pg.177]

The intent of the control strategy is to maintain the state-of-charge of the energy storage unit within a... [Pg.638]

Solar Power With improved technology and production methods considerable use is being made of solar power in remote locations. The output of photovoltaic arrays is used to maintain conventional storage batteries in a state of charge. The cathodic protection system is in turn energised from the batteries. It is usual to incorporate sufficient battery storage to accommodate a number of no-sun days. Whilst in theory the capacity of equipment is unlimited, a practical maximum would be ca. SOO W. [Pg.225]

However, even at room temperature, the shelf-life of batteries with nickel oxide cathodes (Ni-Cd, Ni-MeHy, and Ni-Zn batteries) is a source of difficulties for the consumer who relies on the state of charge of his power source when he needs it-without charging time available. Figure 7 compares the self-discharge of RAM cells with Ni-Cd and Ni-MeHy cells at 20 °C. [Pg.77]

Eustace [75] studied the specific resistance of samples of bromine-fused salt phase produced by electrolysis of 3.0 mol L l ZnBr2 and 1.0 mol L"1 MEM at 23 °C. As is shown in Fig. 4, a considerable resistance is observed in the initial phase of the charge process, dropping to approximately one-third at 30% Zn utilization. At higher states of charge the increase in the conductivity is significantly slower. [Pg.185]

Figure 4. Specific resistance of a pure MEM-polybromide complex phase at 23 °C at various states of charge (represented by zinc utilization). Taken from Ref. [75],... Figure 4. Specific resistance of a pure MEM-polybromide complex phase at 23 °C at various states of charge (represented by zinc utilization). Taken from Ref. [75],...
Viscosities and specific weights of complexes and the corresponding aqueous phases, with the aim of simulating realistic battery conditions with MEP MEM ratio of 1 1, 3 1 and 6 1 in the electrolyte at 50, 75 and 100% states of charge, were studied in a temperature range between 10 and 50 °C [83], Kinematic viscosities between 5 10 6 and 30 -10 6 m2s of the complex phases were found. MEP-rich ones. [Pg.187]

The density of the electrolyte in a lead-acid battery is measured to assess its state of charge. Explain how the density indicates the state of charge of the battery. [Pg.645]

With the appropriate choice of electrode material, lithium batteries can be tailored to almost any application requiring cell voltages in the range of 1-3 V and current densities from a few tiA to tens of mA per cm. In addition, the change of potential with state of charge can be controlled from almost 0 V in the case of VSe2 to more than a volt for TaS2. [Pg.326]

Orientational disorder and packing irregularities in terms of a modified Anderson-Hubbard Hamiltonian [63,64] will lead to a distribution of the on-site Coulomb interaction as well as of the interaction of electrons on different (at least neighboring) sites as it was explicitly pointed out by Cuevas et al. [65]. Compared to the Coulomb-gap model of Efros and Sklovskii [66], they took into account three different states of charge of the mesoscopic particles, i.e. neutral, positively and negatively charged. The VRH behavior, which dominates the electrical properties at low temperatures, can conclusively be explained with this model. [Pg.123]

The RHSE has the same limitation as the rotating disk that it cannot be used to study very fast electrochemical reactions. Since the evaluation of kinetic data with a RHSE requires a potential sweep to gradually change the reaction rate from the state of charge-transfer control to the state of mass transport control, the reaction rate constant thus determined can never exceed the rate of mass transfer to the electrode surface. An upper limit can be estimated by using Eq. (44). If one uses a typical Schmidt number of Sc 1000, a diffusivity D 10 5 cm/s, a nominal hemisphere radius a 0.3 cm, and a practically achievable rotational speed of 10000 rpm (Re 104), the mass transfer coefficient in laminar flow may be estimated to be ... [Pg.201]

It must be noted that there are a number of more or less arbitrary assumptions made in this work30,31 which need justification, as well as parameters whose values should be calculated rather than assumed. For instance, the importance of the distance dl9 taken as equal to Rc, has been mentioned. In principle, the value of this distance is a consequence of the forces between components of the metal and molecules of solvent, and would be calculated in a consistent model of the complete interface. This was pointed out by Yeager,18 who noted that the electron density tail of the metal determines the distance of closest approach of solvent in the interface, as well as the behavior of the solvent dipoles on the surface. Since changing qM will move the electron density tail in and out, dx should depend on the state of charge of the interface. In fact, it turns out31 that if dx varies linearly with surface charge according to... [Pg.68]

A classic case is an EC of a faradic type in which an electrode is comprised of Ni(OH)2, MnOOH, etc. active materials. Since in these chemistries the conductivity depends on electrode state-of-charge charge level, they require presence of additional stable conductive skeletons in their structure. Noteworthy mentioning that besides traditional forms of carbon or other conductors that may form such a skeleton, the latest progressive investigations demonstrate the possibility of application of different nanostructured forms of carbon, such as single-wall and multi-wall carbon nanotubes [4, 5], Yet, for the industrial application, highly conductive carbon powders, fibers and metal powders dominate at present. [Pg.45]


See other pages where States of charge is mentioned: [Pg.513]    [Pg.545]    [Pg.546]    [Pg.548]    [Pg.552]    [Pg.559]    [Pg.578]    [Pg.583]    [Pg.175]    [Pg.482]    [Pg.214]    [Pg.639]    [Pg.639]    [Pg.639]    [Pg.640]    [Pg.640]    [Pg.643]    [Pg.736]    [Pg.1231]    [Pg.57]    [Pg.79]    [Pg.183]    [Pg.186]    [Pg.326]    [Pg.362]    [Pg.197]    [Pg.197]    [Pg.464]    [Pg.473]    [Pg.118]    [Pg.125]    [Pg.19]    [Pg.68]    [Pg.582]    [Pg.307]    [Pg.454]   
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Battery state of charge

Charge State of Ions

Charge distribution and electronic density of states

Charge state

Charge transfer excited state of Ru

Charge-Transfer Excited States of Transition Metal Complexes

Determination of the Charge State

Equation of State for Charged Films

Geminate Recombination of Interfacial Charge-Transfer States into Triplet Excitons

High-rate partial state of charge HRPSoC)

High-rate partial-state-of-charge

Lifetime of charge separation states

Local Density of States and Atomic Charges

Partial-state-of-charge

Partial-state-of-charge cycling — an evolving algorithm

Reactivity of Charge Transfer States

Relative Abundance of Charged States

Stabilization of Charge-separated States

State-of-charge determination

States of charge estimation

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