Born in 1932 in Terrell, Texas, Dennard was educated in a one-room schoolhouse, excelling in math and science but showing little interest in engineering. “I was interested in climbing trees and shooting birds with my BB gun and taking the cat for a swim in the pond,” he once told IBM historians. At the urging of a guidance counselor, Dennard pursued an education in electrical engineering. He received his B.S. and M.S. from Southern Methodist University, then earned his doctorate from Carnegie Institute of Technology (now Carnegie Mellon) in 1958 and joined IBM Research that year.
Right around this time, metal-oxide-semiconductors were entering the scene. He and his colleagues were working on a replacement for solid core memory. They were taking advantage of the new possibilities offered by silicon-based microelectronics, but their first design was too slow and too complicated, and Dennard felt downcast after watching a presentation from a rival IBM team working on thin-film magnetic memory. He channeled that feeling into creativity.
“I went home that evening discouraged because their approach looked very simple compared to the complex six transistor memory cell which my team was using for each bit of data,” he said. “That evening I started exploring the possibility of storing data in a simpler way as a charge level on a capacitor. Within a few hours I had gotten the basic ideas for the creation of DRAM ironed out in my mind.”
His team soon unveiled a small memory cell that used a single transistor and single capacitor. Within a year, IBM and Dennard had been awarded the patent for the development. And in the 1970s, DRAM was supplying the memory needs for most home and office computers. The invention of DRAM encapsulated Dennard’s way of solving problems: Once he wrapped his head around an issue and envisioned a solution, the inventions themselves were obvious. And the results speak for themselves: Compared to a DRAM chip, solid core memory looks like an abacus.
Beyond the hardware, Dennard left a legacy in the form of the road map for ever more sophisticated transistors. If Moore’s Law described the size and number of transistors, Dennard’s theory of scaling described how they would work as they got smaller and more numerous, predicting that as each chip contained more transistors, the power used in a given area would remain constant.
Ever the optimist, Dennard was known to say: “Yes, there is an end to scaling. But there is no end to creativity.”