← Leaderboards
Yingda Cheng
University Of Texas At Austin
$1,640,826
Attributed
$4,471,670
Total exposure
9
Grants
7
Lead (contact PI)
Attributed= this PI's even-split share of every grant they're on (the fair, additive number). Exposure = full size of all those grants.
Funding over time
peak $3M · FY2010–23$5M$3.8M$2.5M$1.3M$0
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Funding mix
By agency
NSF$4,471,670 · 9
By mechanism
—$4,471,670 · 9
Top collaborators
- Andrew Christlieb1 shared
- Brian W O'Shea1 shared
- Elizabeth A Munch1 shared
- Huan Lei1 shared
- Keith S Promislow1 shared
- Luke Roberts1 shared
- Mark Iwen1 shared
- Matthew Hirn1 shared
Grant awards (9)
Development of Adaptive Sparse Grid Discontinuous Galerkin Methods for Multiscale Kinetic Simulations in Plasmas$55,191
· FY2023 · MPS · contact PI
Harnessing the Data Revolution to Enable Predictive Multi-scale Modeling across STEM$2,965,563
· FY2022 · EDU
A Data-driven Approach to Multiscale Methods for ScalableTransport in Neutron Star Mergers and Complex Plasmas$433,399
· FY2020 · MPS
Development of Adaptive Sparse Grid Discontinuous Galerkin Methods for Multiscale Kinetic Simulations in Plasmas$200,000
· FY2020 · MPS · contact PI
OP: Collaborative Research: Compatible Discretizations for Maxwell Models in Nonlinear Optics$100,000
· FY2017 · MPS · contact PI
CAREER: Development of Discontinuous Galerkin Methods for Kinetic Equations in High Dimensions$400,000
· FY2015 · MPS · contact PI
Developing Energy-Conserving Deterministic Solvers for Kinetic Electromagnetic Plasma Simulations$142,650
· FY2013 · MPS · contact PI
Development of Discontinuous Galerkin Methods for Kinetic Transport Models and Control Problems with State Constraints$73,276
· FY2011 · MPS · contact PI
Development of Discontinuous Galerkin Methods for Kinetic Transport Models and Control Problems with State Constraints$101,591
· FY2010 · MPS · contact PI