A quantum superposition state involving large-scale objects with many particles.Macroscopic superposition is the hypothetical quantum state in which an object large enough to be seen with the naked eye exists in multiple places or states at once, much like the famous Schrödinger's cat thought experiment. In the quantum world, particles like electrons and photons routinely exist in superpositions, but this behavior is never observed in everyday objects. Understanding why this is the case, and whether it is even possible, is a central question in quantum mechanics and the search for a theory that unifies quantum physics with gravity.
The idea dates back to Erwin Schrödinger's 1935 thought experiment, but serious experimental proposals for macroscopic superpositions emerged in the late 20th century, with pioneers like Anthony Leggett discussing the feasibility of 'quantum mechanics at the macroscopic level'.
In quantum mechanics, a system is described by a wavefunction that can be a sum of different possibilities. For a macroscopic object, this would mean the entire object's center-of-mass is in a superposition of two locations. However, interactions with the environment, a process called decoherence, rapidly destroy such superpositions. The challenge is to isolate the object from its environment long enough to observe the superposition, or to find a mechanism, such as gravity-induced collapse, that prevents it from forming in the first place.
Experiments aiming to create macroscopic superpositions are at the forefront of quantum technology, with potential applications in ultra-sensitive sensors and quantum computing, as well as tests of the fundamental limits of quantum mechanics.
Current experiments are pushing the boundaries by attempting to place tiny crystals or dust grains, containing billions of atoms, into a superposition of two locations, which would be the largest objects ever to exhibit quantum behavior.
| x | variable | random variable |
| σ | variable | scale parameter |
| sech | operator | hyperbolic secant function — hyperbolic secant |
| |cat⟩ | variable | cat state vector — quantum state |
| |α⟩ | variable | coherent state with amplitude α — coherent state |
| |−α⟩ | variable | coherent state with amplitude −α — coherent state |
| a_k | variable | Probability amplitude for state k — probability amplitude |
| P_n | variable | Boltzmann weight for state n — boltzmann weight |
| χ_k | variable | Eigenstate of observable — quantum state |
| n | variable | Energy eigenstate — quantum state |
| ⟨ | ⟩ | operator | Quantum mechanical inner product — inner product |
| ∑ | operator | Sum over states — summation |












