FERMIAC

The Monte Carlo trolley, or FERMIAC, was an analog computer invented by physicist Enrico Fermi to aid in his studies of neutron transport.[1]

## Contents

* 1 Operation
* 2 History
* 3 See also
* 4 Further articles
* 5 References

## Operation

The FERMIAC employed the Monte Carlo method to model neutron transport in various types of nuclear systems. Given an initial distribution of neutrons, the goal of the process is to develop numerous "neutron genealogies", or models of the behavior of individual neutrons, including each collision, scattering, and fission. When a fission occurs, the number of emerging neutrons is predicted, and the behavior of each of these neutrons is eventually modeled in the same manner as the first. At each stage, pseudo-random numbers are used to make decisions that affect the behavior of each neutron.

The FERMIAC used this method to create two-dimensional neutron genealogies on a scale diagram of a nuclear device. A series of drums on the device were set according to the material being crossed and a random choice between fast and slow neutrons. Random numbers also determined the direction of travel and the distance until the next collision. Once the drums were set, the trolley was rolled across the diagram, drawing a path as it went. Any time a change in material was indicated on the diagram, the drum settings were adjusted accordingly before continuing.

The Fermiac in use

## History

Stanisław Ulam holding the FERMIAC

In the early 1930s, Italian physicist Enrico Fermi led a team of young scientists, dubbed the "Via Panisperna boys", in their now-famous experiments in nuclear physics. During this time, Fermi developed "statistical sampling" techniques that he effectively employed to predict the results of experiments.[2]

Years later, in 1946, Fermi participated in the initial review of results from the ENIAC. Among the others present was Los Alamos mathematician Stanislaw Ulam, who was familiar with the use of statistical sampling techniques similar to those previously developed by Fermi. Such techniques had mainly fallen out of use, due to the long, repetitious calculations required. However, given ENIAC's powers of calculation, Ulam saw an opportunity to resurrect these techniques. He discussed his ideas with John von Neumann, who eventually used the ENIAC to implement the Monte Carlo method (as the statistical sampling techniques came to be called) to solve a variety of neutron transport problems.[3]

However, before the ENIAC could be employed for this purpose, it first had to be moved to its permanent home at the Ballistics Research Laboratory.[4] It was during this interruption in ENIAC operation that Fermi came up with the idea for his analog device. He enlisted his colleague L.D.P. King to build the instrument, which was later given the fitting name FERMIAC. The device was used for approximately two years.[5]

In 2015, the Museo Storico della Fisica e Centro Studi e Ricerche "Enrico Fermi" created a replica of the device.[6][7]

## See also

* Planimeter
* Neutrons
* Nuclear fission
* Computer simulation

## Further articles

* What is the FERMIAC or Fermi Trolley? by The Bradbury Science Museum is operated by Los Alamos National Laboratory for education, 2017

## References

1. ↑ "Fermi Invention Rediscovered at LASL". The Atom 3 (10). October 1966. https://lib-www.lanl.gov/cgi-bin/getfile?00819959.pdf. Retrieved 2019-08-11.
2. ↑ Eckhardt, Roger (1987). "STAN ULAM, JOHN VON NEUMANN, and the MONTE CARLO METHOD". Los Alamos Science: 131. http://www-star.st-and.ac.uk/~kw25/teaching/mcrt/MC_history_3.pdf. Retrieved 2019-08-11.
3. ↑ Metropolis, Nicholas; Ulam, S. (1949). "The Monte Carlo Method". Journal of the American Statistical Association 44 (247): 335–341. doi:10.2307/2280232. ISSN 0162-1459. PMID 18139350.
4. ↑ Metropolis, Nicholas (1987). "The Beginning of the Monte Carlo Method.". Los Alamos Science (15): 125. https://fas.org/sgp/othergov/doe/lanl/pubs/00326866.pdf.
5. ↑ The Fermiac is on display in the Bradbury Science Museum in Los Alamos.
6. ↑ "The Fermiac or Fermi's Trolley". https://en.sif.it/journals/sif/ncc/econtents/2016/039/02/article/24.
7. ↑ A presentation of the device by Coccetti et al.

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