Distributed Solar: The Democratizaton of Energy
Blogroll
climate change
- Model state level energy policy for New Englad
- The Scientific Case for Modern Human-caused Global Warming
- An open letter to Steve Levitt
- Energy payback period for solar panels
- Updating the Climate Science: What path is the real world following?
- Mrooijer's Global Temperature Explorer
- MIT's Climate Primer
- Wind sled
- “Ways to [try to] slow the Solar Century''
- Steve Easterbrook's excellent climate blog: See his "The Internet: Saving Civilization or Trashing the Planet?" for example
Archives
Category Archives: scattering
Clear of all trees
One drawback of solar panels at our home site is a significant stand of conifers to our southwest. (Click image for a larger picture. Use browser Back Button to return to blog.) It’s clear when the trees are casting shadows … Continue reading
Posted in adaptation, Anthropocene, Bloomberg New Energy Finance, BNEF, bridge to somewhere, clean disruption, decentralized electric power generation, decentralized energy, demand-side solutions, destructive economic development, distributed generation, electricity, energy, energy reduction, fossil fuel divestment, Hyper Anthropocene, investment in wind and solar energy, rationality, reasonableness, Sankey diagram, scattering, solar domination, solar energy, solar power, SolarPV.tv, the energy of the people, the green century, time series, utility company death spiral, zero carbon
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“1D Wave with Delta Potential and Triangle Initial Position” (Jeff Galkowski, Stanford)
The latest calculations from Jeff Galkowski, of Stanford.
Posted in computation, engineering, Jeff Galkowski, mathematics, maths, McGill University, numerical analysis, numerical software, physics, proud dad, quantum, scattering, science, Stanford University, the right to know, University of California Berkeley, University of Rochester, wave equations, waves
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Waves in transmission problems ( by Jeff Galkowski)
“Distribution of resonances in scattering by thin barriers“, by Jeff Galkowski, Department of Mathematics, Stanford University. The lecture: “A solution to the wave equation for the transparent obstacle with speed 0.5. Damping is placed near the boundary of what is … Continue reading
