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The Pulsed Field Facility at Los Alamos National Laboratory operates an international user program for research in high magnetic fields. As of 2017, the Los Alamos National Laboratory is using data and algorithms to possibly protect public health by tracking the growth of infectious diseases.
The LANL Research Library is a research library at Los Alamos National Laboratory. It contains a substantial collection of books, journals, databases, patents along with technical reports. Additionally it offers literature searching, training, and outreach services .
The Bradbury Science Museum is the chief public facility of Los Alamos National Laboratory, located at 1350 Central Avenue in Los Alamos, New Mexico, in the United States. It was founded in 1953, and was named for the Laboratory's second director (1945–1970), Norris E. Bradbury .
An LANL fact sheet summarizing the project describes the new power supply as critical to the site’s national security missions, which include “top supercomputers used to model weapon ...
Mar. 12—Los Alamos National Laboratory expects to see its budget swell to more than $5 billion in the coming fiscal year, far surpassing its previous funding levels. The news comes just days ...
Today, Los Alamos is home to approximately 13,000 citizens per a Niche report, but the Manhattan Project's legacy lives on.Though the Los Alamos National Laboratory remains a research and ...
Los Alamos (Spanish: Los Álamos, meaning The Poplars) is a census-designated place in Los Alamos County, New Mexico, United States, that is recognized as one of the development and creation places of the atomic bomb—the primary objective of the Manhattan Project by Los Alamos National Laboratory during World War II.
Los Alamos National Laboratory in New Mexico hosts the Pulsed Field Facility, which provides researchers with experimental capabilities for a wide range of measurements in non-destructive pulsed fields to 101 Tesla (75 T currently and 101 T under repair). Pulsed field magnets create high magnetic fields, but only for fractions of a second.