A solar cell of surface area = $5\ \text{cm}^2$ delivers a current of 0.1 A at 0.6 V. If the intensity of solar radiation impinging on the solar cell is $1.0\ \text{kW/m}^2$, the efficiency of the solar cell is
To determine the efficiency ($\eta$) of the solar cell, we need to find the ratio of the electrical power output ($P_{out}$) to the incident solar power input ($P_{in\_total}$). The formula for efficiency is:
$ \eta = \frac{P_{out}}{P_{in\_total}} \times 100\% $
The electrical power output ($P_{out}$) is calculated by multiplying the current ($I$) and voltage ($V$) delivered by the solar cell:
The incident solar power ($P_{in\_total}$) is the product of the solar radiation intensity and the surface area ($A$) of the solar cell. We need to ensure units are consistent (convert $cm^2$ to $m^2$ and $kW/m^2$ to $W/m^2$).
Now, substitute the calculated output and input powers into the efficiency formula:
The efficiency of the solar cell is 12%.
Which gas is the major component of biogas?
In a flat-plate solar collector, the energy losses are due to
(i) Conduction
(ii) Convection
(iii) Radiation
Choose the correct answer from the code given below :
The number of sites suitable for harnessing tidal power in the world is limited to about