falling sphere viscosimeter - meaning and definition. What is falling sphere viscosimeter
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What (who) is falling sphere viscosimeter - definition

MEASURING INSTRUMENT
Viscosimeter; Viscometry; Falling Ball Viscometer; Falling Sphere Viscometer; Bubble viscometer; Viscosimetry; Ostwald viscometer; Stabinger viscometer
  • Measuring principle of the electromagnetically spinning-sphere viscometer
  • Schematic view of oscillating-piston viscometer
  • Ostwald viscometers measure the viscosity of a fluid with a known density.
  • Rectangular Slit Viscometer/Rheometer
  • Creeping flow past a sphere

SPHERES         
  • Plane section of a sphere: 1 circle
  • General intersection sphere-cylinder
  • spherical spiral with <math>c=8</math>
  • Coaxial intersection of a sphere and a cylinder: 2 circles
  • Loxodrome
  • Sphere and circumscribed cylinder
ROUND, ROTATIONALLY SYMMETRIC SHAPE OF THE 2D SURFACE OF A BALL IN 3D SPACE
Spherical; 2-sphere; Topological sphere; Hemispherical; Two-sphere; Globose; Spheres; Volume of a sphere; Sphere (geometry); Volume Of A Sphere; Two-dimensional sphere; S²; X^2+y^2+z^2=r^2; Surface area of a sphere; Maschler space; Orb (shape); Spherical surface; Spherical volume; Surface area of the sphere; ⁴⁄₃πr³; Volume of sphere; 1-sphere; Spherical region; Spherical curve; Curve on a sphere; Perfect sphere; Spherule
The Synchronized Position Hold Engage and Reorient Experimental Satellite (SPHERES) are a series of miniaturized satellites developed by MIT's Space Systems Laboratory for NASA and US Military, to be used as a low-risk, extensible test bed for the development of metrology, formation flight, rendezvous, docking and autonomy algorithms that are critical for future space missions that use distributed spacecraft architecture, such as Terrestrial Planet Finder and Orbital Express.
hemispherical         
  • Plane section of a sphere: 1 circle
  • General intersection sphere-cylinder
  • spherical spiral with <math>c=8</math>
  • Coaxial intersection of a sphere and a cylinder: 2 circles
  • Loxodrome
  • Sphere and circumscribed cylinder
ROUND, ROTATIONALLY SYMMETRIC SHAPE OF THE 2D SURFACE OF A BALL IN 3D SPACE
Spherical; 2-sphere; Topological sphere; Hemispherical; Two-sphere; Globose; Spheres; Volume of a sphere; Sphere (geometry); Volume Of A Sphere; Two-dimensional sphere; S²; X^2+y^2+z^2=r^2; Surface area of a sphere; Maschler space; Orb (shape); Spherical surface; Spherical volume; Surface area of the sphere; ⁴⁄₃πr³; Volume of sphere; 1-sphere; Spherical region; Spherical curve; Curve on a sphere; Perfect sphere; Spherule
a.
Spherule         
  • Plane section of a sphere: 1 circle
  • General intersection sphere-cylinder
  • spherical spiral with <math>c=8</math>
  • Coaxial intersection of a sphere and a cylinder: 2 circles
  • Loxodrome
  • Sphere and circumscribed cylinder
ROUND, ROTATIONALLY SYMMETRIC SHAPE OF THE 2D SURFACE OF A BALL IN 3D SPACE
Spherical; 2-sphere; Topological sphere; Hemispherical; Two-sphere; Globose; Spheres; Volume of a sphere; Sphere (geometry); Volume Of A Sphere; Two-dimensional sphere; S²; X^2+y^2+z^2=r^2; Surface area of a sphere; Maschler space; Orb (shape); Spherical surface; Spherical volume; Surface area of the sphere; ⁴⁄₃πr³; Volume of sphere; 1-sphere; Spherical region; Spherical curve; Curve on a sphere; Perfect sphere; Spherule
·noun A little sphere or spherical body; as, quicksilver, when poured upon a plane, divides itself into a great number of minute spherules.

Wikipedia

Viscometer

A viscometer (also called viscosimeter) is an instrument used to measure the viscosity of a fluid. For liquids with viscosities which vary with flow conditions, an instrument called a rheometer is used. Thus, a rheometer can be considered as a special type of viscometer. Viscometers can measure only constant viscosity, that is, viscosity that does not change with flow conditions.

In general, either the fluid remains stationary and an object moves through it, or the object is stationary and the fluid moves past it. The drag caused by relative motion of the fluid and a surface is a measure of the viscosity. The flow conditions must have a sufficiently small value of Reynolds number for there to be laminar flow.

At 20 °C, the dynamic viscosity (kinematic viscosity × density) of water is 1.0038 mPa·s and its kinematic viscosity (product of flow time × factor) is 1.0022 mm2/s. These values are used for calibrating certain types of viscometers.