| Literature DB >> 35899068 |
Roderic I Pettigrew1, John P Cooke1.
Abstract
There has been a sea change in the scientific world, advanced even more rapidly by the recent compounded public crises. Accelerated discovery, and impact from such discoveries have come from convergence approaches across disciplines, sectors, institutions, and the multiple communities seeking the common goal of innovations that transform. The classic simultaneous pursuit of fundamental understanding and application has been termed Pasteur's quadrant, where use-inspired basic research occurs. In the classic schematic developed by Donald Stokes, three quadrants represent research approaches using a 2D plane in which the vertical dimension represents the quest for understanding (basic research) and the horizontal dimension represents the consideration of use (applied research). The three outer quadrants are Bohr's (pure basic research), Edison's (pure applied research), and Pasteur's (use-inspired basic research). Viewing each of these axes as a continuum, we label the previously unnamed but contributory cell as the Innominate quadrant, where a nonzero amount of discovery and applied research also has value in generating scientific tools, novel processes or products that inform the other quadrants. More importantly, a reimagined Pasteur's quadrant schema shows a third dimension of Transformations over Time, occurring through a continuous fluid interchange among the quadrants. Transformative innovations may originate from any single quadrant. While work in Pasteur's quadrant has been shown to be highly productive, a dynamic fluid interchange among the quadrants is often involved and generates transformative advances at a faster rate. This should inform how we fund science, engineeering, and medicine and educate the next generation of innovators.Entities:
Year: 2022 PMID: 35899068 PMCID: PMC9308560 DOI: 10.1093/pnasnexus/pgac092
Source DB: PubMed Journal: PNAS Nexus ISSN: 2752-6542
Fig. 1.Pasteur's quadrant schematic as developed by Donald Stokes, modified to show a continuum of Consideration for Use and Quest for Fundamental Understanding and to include a name for the quadrant at the lower left. The classic Stokes Diagram represented research approaches using a 2D plane in which the vertical dimension, for heuristic purposes, had binary Yes–No choices in the quest for understanding (basic research), whereas the horizontal dimension had a binary choice in the consideration of use (applied research). The three outer quadrants are Bohr's (pure basic research), Edison's (pure applied research), and Pasteur's (use-inspired research). We label the previously unnamed lower left cell under the continuous axes, the Innominate quadrant, where a nonzero amount of discovery and applied research also has value in generating scientific tools, novel processes, platforms, or products that inform and facilitate the other quadrants.
Fig. 2.Reimagined Pasteur's quadrant diagram shows a third dimension of Transformations over Time, occurring through a continuous fluid interchange among the quadrants. Adding the third dimension illustrates that transformative innovations may originate from any single quadrant. However, a dynamic fluid interchange among the quadrants is often involved and generates transformative advances at a faster rate.