A manometer consists of a tube of 0.5 inch in the inner diameter and an amount of mercury (SG Hg =13.55). On one side of the tube, oil (SG=1.4) was trapped, a bubble formed, and the fluid inside was stationary. The volume of the oil was 0.6 in^3 and the volume of the air was 0.2 in^3. Now, the oil and bubble are removed. The pressure change across the air bubble is negligible and any curvature on the bubble surface can be neglected in calculating the volumes. Determine how much the mercury height rises (i.e. h 4 -h 2 ).
A manometer consists of a tube of 0.5 inch in the inner diameter and an amount of mercury (SG Hg =13.55). On one side of the tube, oil (SG=1.4) was trapped, a bubble formed, and the fluid inside was stationary. The volume of the oil was 0.6 in^3 and the volume of the air was 0.2 in^3. Now, the oil and bubble are removed. The pressure change across the air bubble is negligible and any curvature on the bubble surface can be neglected in calculating the volumes. Determine how much the mercury height rises (i.e. h 4 -h 2 ).
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A manometer consists of a tube of 0.5 inch in the inner diameter and an amount of mercury (SG Hg =13.55). On one side of the tube, oil (SG=1.4) was trapped, a bubble formed, and the fluid inside was stationary. The volume of the oil was 0.6 in^3 and the volume of the air was 0.2 in^3. Now, the oil and bubble are removed. The pressure change across the air bubble is negligible and any curvature on the bubble surface can be neglected in calculating the volumes. Determine how much the mercury height rises (i.e. h 4 -h 2 ).
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