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ANS Student Conference 2025
April 3–5, 2025
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Latest News
Investment bill would provide funding options for energy projects
Coons
Moran
The bipartisan Financing Our Futures Act, which expands certain financing tools to all types of energy resources and infrastructure projects, was reintroduced to the U.S. Senate on February 20 by Sens. Jerry Moran (R., Kan.) and Chris Coons (D., Del.).
Via amendment to the Internal Revenue Code, the legislation would allow advanced nuclear energy projects to form as master limited partnerships (MLPs), a tax structure currently available only to traditional energy projects.
An MLP is a business structure that is taxed as a partnership but the ownership interests of which are traded like corporate stock on a market. Until the Internal Revenue Code is amended, MLPs will continue to be available only to investors in energy portfolios for oil, natural gas, coal extraction, and pipeline projects that derive at least 90 percent of their income from these sources. This change would take effect on January 1, 2026.
Chung-Yi Wang
Nuclear Technology | Volume 51 | Number 3 | December 1980 | Pages 332-348
Technical Paper | Mechanics Applications to Fast Breeder Reactor Safety / Reactor | doi.org/10.13182/NT80-A32571
Articles are hosted by Taylor and Francis Online.
An implicit finite difference method has been developed and incorporated into the ICECO code for analyzing hydrodynamics in the above-core region induced by the upper internal structure, and sodium spillage through penetrations and ruptured seals resulting from slug impact on the reactor cover. Eulerian description is employed so that flow through coolant passageways, large material distortions, two-dimensional sliding interfaces, flow around corners, and out-flow boundary conditions can be easily treated. In the analysis, the upper internals and the reactor cover are considered as perforated structures. A control-volume technique is utilized for deriving equations for the conservation of mass, momentum, and energy. The basic idea is to use actual fluid volume and actual flow areas in the mathematical formulation. Several modified Poisson equations are obtained, which govern the hydrodynamic pressures in the vicinity of the perforated structures. Sample problems are provided to illustrate the code capabilities in assessing the effect of the upper internal structure on the containment response and in estimating the amount of coolant ejected from the primary containment.