S.G.
Consider a certain fluid has a density of 1,757 kg/m^3. What is its specific gravity?
Expand Hint
Specific Gravity, or Relative Density, is the ratio of a substance's density to a given reference material density.
Hint 2
The standard density of water is
$$1,000\:kg/m^3$$
.
Specific Gravity, or Relative Density, is the ratio of a substance's density to a given reference material density. For liquids, water is commonly referenced.
$$$SG=\frac{\rho }{\rho_w}$$$
where
$$\rho$$
is the fluid density and
$$\rho_w$$
is the density of water at standard conditions (a constant).
$$$SG=\frac{1,757kg/m^3}{1,000kg/m^3}=1.757$$$
1.757
Time Analysis
See how quickly you looked at the hint, solution, and answer. This is important for making sure you will finish the FE Exam in time.- Hint: Not clicked
- Solution: Not clicked
- Answer: Not clicked
Similar Problems from FE Sub Section: Stress, Pressure, and Viscosity
002. Piston Basics
032. Viscosity Variations
074. Dynamic Viscosity
235. Kinematic Viscosity
446. Viscous Density
530. Spec Weight
534. SW
Similar Problems from FE Sub Section: Density, Specific Volume, Specific Weight, and Specific Gravity
032. Viscosity Variations
074. Dynamic Viscosity
084. Specific Gravity
235. Kinematic Viscosity
446. Viscous Density
463. Newtonian Fluid
469. Flow Characterization
530. Spec Weight
534. SW
Similar Problems from FE Section: Definitions
002. Piston Basics
004. Stress and Strain
007. Aluminum Alloy Graphs
032. Viscosity Variations
074. Dynamic Viscosity
084. Specific Gravity
174. Elongation
202. Uniaxial Loading
214. Steam Engine Piston
231. Subway Hand Rail
235. Kinematic Viscosity
275. Unpressurized Vessel
309. Strain
317. Utility Pole
332. Bulk Modulus of Elasticity
349. Compressibility Modulus
350. Poisson’s Ratio
374. Test Specimen
403. Train Tracks
446. Viscous Density
451. Poisson
452. Test Coupon
453. Shear Stress & Strain
460. Shear Modulus
463. Newtonian Fluid
467. Bulk vs Shear Modulus
469. Flow Characterization
479. Piston Loading
530. Spec Weight
534. SW
573. Hooke’s Law
580. Modulus of Elasticity
648. Elongating