Cubic meters per hour (m3/h) | Teaspoons per second (tsp/s) |
---|---|
0 | 0 |
1 | 56.3567045 |
2 | 112.713409 |
3 | 169.0701135 |
4 | 225.426818 |
5 | 281.7835225 |
6 | 338.140227 |
7 | 394.4969315 |
8 | 450.853636 |
9 | 507.2103405 |
10 | 563.567045 |
20 | 1127.13409 |
30 | 1690.701135 |
40 | 2254.26818 |
50 | 2817.835225 |
60 | 3381.40227 |
70 | 3944.969315 |
80 | 4508.53636 |
90 | 5072.103405 |
100 | 5635.67045 |
1000 | 56356.7045 |
Converting between cubic meters per hour and teaspoons per second involves understanding the relationships between volume and time units. It's a practical conversion in fields dealing with fluid dynamics, cooking, or any application where precise flow rates matter.
To convert from cubic meters per hour () to teaspoons per second (), we need to consider the conversions between cubic meters and teaspoons, and hours and seconds.
Therefore, the conversion factor can be derived as follows:
Start with the given value:
Apply the conversion factor:
Calculate the result:
So, .
Start with the given value:
Apply the inverse conversion factor:
Calculate the result:
So, .
Fluid Dynamics: These conversions are essential in chemical engineering, where precise flow rates of liquids need to be controlled and measured.
Environmental Science: Useful for measuring and controlling liquid discharge rates into environment.
Cooking and Culinary Arts: Although cubic meters per hour is a larger unit than typically used in cooking, the underlying principle applies when scaling recipes or measuring small quantities of liquids for commercial food production.
While there isn't a specific law or famous person directly associated with the cubic meters per hour to teaspoons per second conversion, the broader field of fluid dynamics is rich with historical figures and principles.
Archimedes (287–212 BC): Known for his work on buoyancy and fluid displacement, which laid the groundwork for understanding fluid behavior.
Isaac Newton (1643–1727): His laws of motion and viscosity concepts are fundamental to fluid dynamics.
Osborne Reynolds (1842–1912): Famous for the Reynolds number, a dimensionless quantity that predicts flow patterns in fluids. Reynolds Number - Wikipedia
Water Treatment Plants:
A water treatment plant might process water at a rate of . Converting this to teaspoons per second:
Industrial Chemical Processes:
A chemical reaction might require a catalyst to be added at a rate of . Converting this to teaspoons per second:
Pharmaceutical Manufacturing:
In the production of liquid medications, a precise flow rate of ingredients is crucial. For example, a process might require adding a liquid at . Converting this to teaspoons per second:
Converting between cubic meters per hour and teaspoons per second is a straightforward process involving the application of volume and time conversion factors. Understanding these conversions is valuable in various scientific and industrial applications, allowing for precise measurement and control of fluid flow rates.
See below section for step by step unit conversion with formulas and explanations. Please refer to the table below for a list of all the Teaspoons per second to other unit conversions.
Cubic meters per hour () is a unit of volumetric flow rate. It quantifies the volume of a substance that passes through a specific area per unit of time, specifically, the number of cubic meters that flow in one hour. It's commonly used for measuring the flow of liquids and gases in various industrial and environmental applications.
A cubic meter () is the SI unit of volume. It represents the amount of space occupied by a cube with sides of 1 meter each. Think of it as a volume equal to filling a cube that is 1 meter wide, 1 meter long, and 1 meter high.
"Per hour" indicates the rate at which the cubic meters are moving. So, a flow rate of 1 means that one cubic meter of substance passes a specific point every hour.
The volumetric flow rate (Q) in cubic meters per hour can be calculated using the following formula:
Where:
Several factors can influence the flow rate measured in cubic meters per hour:
While there's no specific "law" or famous historical figure directly associated with the unit "cubic meters per hour," the underlying principles are rooted in fluid dynamics and thermodynamics. Figures like Isaac Newton (laws of motion, viscosity) and Daniel Bernoulli (Bernoulli's principle relating pressure and velocity) laid the groundwork for understanding fluid flow, which is essential for measuring and utilizing flow rates in .
Teaspoons per second is a somewhat unusual, but perfectly valid, unit for measuring volume flow rate. It represents the volume of fluid, measured in teaspoons, that passes a specific point in one second. Let's delve deeper into its meaning and applications.
A teaspoon (tsp) is a common unit of volume, primarily used in cooking and measuring small amounts of liquids or granular substances. "Per second" indicates the rate at which this volume is flowing. Therefore, 1 teaspoon per second (tsp/s) means that one teaspoon of a substance is flowing past a point every second.
Teaspoons per second is derived from dividing a volume unit (teaspoon) by a time unit (second). The formula is straightforward:
In this case:
While not common in scientific or industrial settings, teaspoons per second can be useful for visualizing and understanding small flow rates.
Drip Rate of a Faucet: Imagine a leaky faucet dripping slowly. You might estimate the drip rate to be something like 0.1 tsp/s, meaning it takes about 10 seconds for a full teaspoon to drip out.
Intravenous (IV) Drip: In medicine, IV drip rates are often carefully controlled. A slow IV drip might be around 0.05 tsp/s, delivering medication or fluids at a precise rate. To understand this more Medical flow rate calculations website from SUNY Upstate Medical University gives detail information.
Precise Chemical Reactions: In a laboratory setting, researchers might need to add a reagent very slowly to a reaction. While they'd likely use more precise equipment, conceptually, they could think about adding it at a rate of, say, 0.01 tsp/s for a controlled reaction.
To put teaspoons per second into perspective, it can be helpful to convert it to more standard units:
Conversion to Cubic Meters per Second ()
1 tsp ≈ 4.92892 × 10-6
Therefore:
1 tsp/s ≈ 4.92892 × 10-6
Comparison to Other Units
While no specific scientific law is directly linked to teaspoons per second, the principles of fluid dynamics govern the behavior of flowing fluids. Figures like Bernoulli, who formulated Bernoulli's principle (relating fluid speed to pressure), and Poiseuille, who derived Poiseuille's Law (describing flow rate through a tube), have contributed significantly to our understanding of fluid flow in general. Although not specific to teaspoons, the principles apply regardless of the units used.
Convert 1 m3/h to other units | Result |
---|---|
Cubic meters per hour to Cubic Millimeters per second (m3/h to mm3/s) | 277777.77777778 |
Cubic meters per hour to Cubic Centimeters per second (m3/h to cm3/s) | 277.77777777778 |
Cubic meters per hour to Cubic Decimeters per second (m3/h to dm3/s) | 0.2777777777778 |
Cubic meters per hour to Cubic Decimeters per minute (m3/h to dm3/min) | 16.666666666667 |
Cubic meters per hour to Cubic Decimeters per hour (m3/h to dm3/h) | 1000 |
Cubic meters per hour to Cubic Decimeters per day (m3/h to dm3/d) | 24000 |
Cubic meters per hour to Cubic Decimeters per year (m3/h to dm3/a) | 8766000 |
Cubic meters per hour to Millilitres per second (m3/h to ml/s) | 277.77777777778 |
Cubic meters per hour to Centilitres per second (m3/h to cl/s) | 27.777777777778 |
Cubic meters per hour to Decilitres per second (m3/h to dl/s) | 2.7777777777778 |
Cubic meters per hour to Litres per second (m3/h to l/s) | 0.2777777777778 |
Cubic meters per hour to Litres per minute (m3/h to l/min) | 16.666666666667 |
Cubic meters per hour to Litres per hour (m3/h to l/h) | 1000 |
Cubic meters per hour to Litres per day (m3/h to l/d) | 24000 |
Cubic meters per hour to Litres per year (m3/h to l/a) | 8766000 |
Cubic meters per hour to Kilolitres per second (m3/h to kl/s) | 0.0002777777777778 |
Cubic meters per hour to Kilolitres per minute (m3/h to kl/min) | 0.01666666666667 |
Cubic meters per hour to Kilolitres per hour (m3/h to kl/h) | 1 |
Cubic meters per hour to Cubic meters per second (m3/h to m3/s) | 0.0002777777777778 |
Cubic meters per hour to Cubic meters per minute (m3/h to m3/min) | 0.01666666666667 |
Cubic meters per hour to Cubic meters per day (m3/h to m3/d) | 24 |
Cubic meters per hour to Cubic meters per year (m3/h to m3/a) | 8766 |
Cubic meters per hour to Cubic kilometers per second (m3/h to km3/s) | 2.7777777777778e-13 |
Cubic meters per hour to Teaspoons per second (m3/h to tsp/s) | 56.3567045 |
Cubic meters per hour to Tablespoons per second (m3/h to Tbs/s) | 18.785568166667 |
Cubic meters per hour to Cubic inches per second (m3/h to in3/s) | 16.951118159451 |
Cubic meters per hour to Cubic inches per minute (m3/h to in3/min) | 1017.0670895671 |
Cubic meters per hour to Cubic inches per hour (m3/h to in3/h) | 61024.025374023 |
Cubic meters per hour to Fluid Ounces per second (m3/h to fl-oz/s) | 9.3927840833333 |
Cubic meters per hour to Fluid Ounces per minute (m3/h to fl-oz/min) | 563.567045 |
Cubic meters per hour to Fluid Ounces per hour (m3/h to fl-oz/h) | 33814.0227 |
Cubic meters per hour to Cups per second (m3/h to cup/s) | 1.1740980104167 |
Cubic meters per hour to Pints per second (m3/h to pnt/s) | 0.5870490052083 |
Cubic meters per hour to Pints per minute (m3/h to pnt/min) | 35.2229403125 |
Cubic meters per hour to Pints per hour (m3/h to pnt/h) | 2113.37641875 |
Cubic meters per hour to Quarts per second (m3/h to qt/s) | 0.2935245026042 |
Cubic meters per hour to Gallons per second (m3/h to gal/s) | 0.07338112565104 |
Cubic meters per hour to Gallons per minute (m3/h to gal/min) | 4.4028675390625 |
Cubic meters per hour to Gallons per hour (m3/h to gal/h) | 264.17205234375 |
Cubic meters per hour to Cubic feet per second (m3/h to ft3/s) | 0.009809634700287 |
Cubic meters per hour to Cubic feet per minute (m3/h to ft3/min) | 0.5885780820172 |
Cubic meters per hour to Cubic feet per hour (m3/h to ft3/h) | 35.314684921034 |
Cubic meters per hour to Cubic yards per second (m3/h to yd3/s) | 0.000363319269683 |
Cubic meters per hour to Cubic yards per minute (m3/h to yd3/min) | 0.02179915618098 |
Cubic meters per hour to Cubic yards per hour (m3/h to yd3/h) | 1.3079493708587 |