Thomas Young published in 1808 his famous paper (1) in which he derived the pressure wave speed in an incompressible liquid contained in an elastic tube. Unfortunately, Young's analysis was obscure and the wave speed was not explicitly formulated, so his achievement passed unnoticed until it was rediscovered nearly half a century later by the German brothers Weber. This paper briefly reviews Young's life and work, and concentrates on his achievements in the area of hydraulics and waterhammer. Young's 1808 paper is "translated" into modern terminology. Young's discoveries, though difficult for modern readers to identify, appear to include most if not all of the key elements which would subsequently be combined into the pressure rise equation...
In 1883 Johannes von Kries published the theory of waterhammer in a study of blood flow in arteries....
Analytical solutions are derived for a pressure transmission experiment of a saturated charged compr...
We review work of Jordan on a hyperbolic variant of the Fisher - KPP equation, where a shock solutio...
Thomas Young published in 1808 his famous paper (1) in which he derived the pressure wave speed in a...
Thomas Young published in 1808 his famous paper (1) in which he derived the pressure wave speed in a...
Thomas Young published in 1808 his famous paper (1) in which he derived the pressure wave speed in a...
The Moens-Korteweg formula for the speed of propagation of pressure waves dates back to 1878 and was...
The physician, natural philosopher, and linguist Thomas Young in 1800 provided a table of tempi gaug...
One of the milestones of the science of light commemorated during this International Year of Light a...
The engineers of the 18th century were well aware of the movements suffered by arch bridges due to c...
This monograph investigates the development of hydrostatics as a science. In the process, it sheds n...
This report provides an extension to a previous paper (Tijsseling and Anderson, 2004) in which we sh...
Half a century ago Richard Skalak [see T.C. Skalak, A dedication in memoriam of Dr. Richard Skalak, ...
In the later half of the eighteenth century, French engineer-scientists revolutionized hydraulics. F...
none2noThe hydraulic ability of the Roman engineers is well known, and is clearly shown in their des...
In 1883 Johannes von Kries published the theory of waterhammer in a study of blood flow in arteries....
Analytical solutions are derived for a pressure transmission experiment of a saturated charged compr...
We review work of Jordan on a hyperbolic variant of the Fisher - KPP equation, where a shock solutio...
Thomas Young published in 1808 his famous paper (1) in which he derived the pressure wave speed in a...
Thomas Young published in 1808 his famous paper (1) in which he derived the pressure wave speed in a...
Thomas Young published in 1808 his famous paper (1) in which he derived the pressure wave speed in a...
The Moens-Korteweg formula for the speed of propagation of pressure waves dates back to 1878 and was...
The physician, natural philosopher, and linguist Thomas Young in 1800 provided a table of tempi gaug...
One of the milestones of the science of light commemorated during this International Year of Light a...
The engineers of the 18th century were well aware of the movements suffered by arch bridges due to c...
This monograph investigates the development of hydrostatics as a science. In the process, it sheds n...
This report provides an extension to a previous paper (Tijsseling and Anderson, 2004) in which we sh...
Half a century ago Richard Skalak [see T.C. Skalak, A dedication in memoriam of Dr. Richard Skalak, ...
In the later half of the eighteenth century, French engineer-scientists revolutionized hydraulics. F...
none2noThe hydraulic ability of the Roman engineers is well known, and is clearly shown in their des...
In 1883 Johannes von Kries published the theory of waterhammer in a study of blood flow in arteries....
Analytical solutions are derived for a pressure transmission experiment of a saturated charged compr...
We review work of Jordan on a hyperbolic variant of the Fisher - KPP equation, where a shock solutio...