Landauer's principle asserts that erasing information has a minimum energy cost proportional to temperature.In 1961, Rolf Landauer, working at IBM, asked: do computations necessarily require energy? He showed that logically irreversible operations—primarily, erasing information—inevitably turn some energy into heat. This became a link between information theory and thermodynamics. The principle states: erasing one bit increases the system's entropy (measure of disorder) by at least k ln 2, corresponding to an energy release of k_B T ln 2. History breathes life into the formula: we cannot 'forget' information for free.
In 1961, Rolf Landauer published the paper 'Irreversibility and Heat Generation in the Computing Process', laying the foundation for information physics. The idea met resistance because many believed computations could in principle be done without energy cost. Later, in the 1970s, Charles Bennett showed that logically reversible computations could theoretically avoid this limit if information is not erased. The works of Landauer and Bennett formed the basis of modern reversible computing and quantum information theory.
Landauer's principle is used to calculate the absolute lower limit of energy consumption for computing devices. In modern processors, millions of times more energy per bit is used due to practical limitations, but as miniaturization progresses, this gap narrows. The principle's limitation: it holds only for irreversible erasure in the classical limit; for quantum systems, a generalization accounting for quantum effects is needed.
Defines the minimum energy for computation, setting a physical limit for processor and memory energy efficiency.
If a computer erased 10 billion bits per second, according to Landauer's principle, it would heat the room by only about 0.3 microwatts—thousands of times less than real chips, which are still far from the fundamental limit.


