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Basic Research Needs for Solar Energy Utilization - Office of ...

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midnight<br />

Sunlight<br />

noon midmidnightnight<br />

165<br />

Sunlight<br />

noon midnight<br />

<strong>Energy</strong> in Storage<br />

<strong>Energy</strong> Output<br />

demand Power<br />

Figure 57 Example <strong>of</strong> the periodic variation <strong>of</strong> incident sunlight and thermal energy in<br />

the storage, relative to energy demand<br />

SCIENTIFIC CHALLENGE<br />

Theoretical Methods to Identify Photovoltaic Materials with Targeted Properties<br />

Currently, theoretical tools exist that enable first-principles calculation <strong>of</strong> total-energy and<br />

ground state electronic structure (e.g., density functional theory), but such methods are<br />

computationally very expensive. Even more expensive is accurate calculation <strong>of</strong> electronic<br />

excited states using, <strong>for</strong> example,<br />

quantum Monte Carlo methods. Thus,<br />

first-principles theoretical treatment <strong>of</strong><br />

systems with many more than 1,000<br />

atoms is currently beyond practicality <strong>for</strong><br />

most systems. Thus it is not practical to<br />

use first-principles methods to<br />

exhaustively calculate the atomic and<br />

electronic structure <strong>of</strong> all possible<br />

photovoltaic materials. Methods that<br />

could circumvent this limit would be<br />

those that enable property-based<br />

identification <strong>of</strong> promising candidate<br />

materials and then subsequently calculate<br />

electronic structure <strong>of</strong> a restricted set <strong>of</strong><br />

chosen materials (see Figure 58).<br />

Methods to select candidates might<br />

include cluster variation-based methods<br />

and simulated annealing, genetic<br />

algorithms, among others (Franceschetti<br />

and Zunger 1999).<br />

Figure 58 Inverse electronic structure calculations. In<br />

the direct approach, the modeler starts with a given<br />

atomic configuration and calculates the electronic<br />

structure. In the inverse approach, the modeler is told<br />

the electronic structure and must search to find an<br />

atomic configuration that will produce an electronic<br />

structure close to the one required. The inverse<br />

approach is a more difficult challenge.

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