Rotodynamic pump
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A rotodynamic pump is a kinetic machine in which energy is continuously imparted to the pumped fluid by means of a rotating impeller, propeller, or rotor, in contrast to a positive-displacement pump in which a fluid is moved by trapping a fixed amount of fluid and forcing the trapped volume into the pump's discharge.[1] Examples of rotodynamic pumps include adding kinetic energy to a fluid such as by using a centrifugal pump to increase fluid velocity or pressure.[2][3]
Introduction
[edit]A pump is a mechanical device generally used for raising liquid from a lower level to higher one. This is achieved by creating a low pressure at the inlet and high pressure at the outlet of the pump. Due to low inlet pressure, the liquid rises from where it is to be stored or supplied. However, work has to be done by a prime mover to enable it to impart mechanical energy to the liquid which ultimately converts into pressure energy.[4]
Considering the basic principle of operation, pumps can be classified into two categories:
- Positive-displacement pumps.
- Non-positive-displacement pumps.
Classification of pumps
[edit]Pumps are classified as follows:[5]
Positive-displacement pumps
[edit]A positive-displacement pump operates by forcing a fixed volume of fluid from inlet pressure section of the pump into the discharge zone of the pump. It can be classified into two types:
- Rotary-type positive-displacement pumps:
- Internal gear pumps
- Screw pumps
- Reciprocating-type positive-displacement pumps:
- Piston pumps
- Diaphragm pumps
Rotary-type positive-displacement pumps
[edit]Positive-displacement rotary pump move the fluid by using a rotating mechanism that creates a vacuum that captures and draws in the liquid. Rotary positive-displacement pumps can be classified into two main types:
- Gear pumps
- Rotary vane pumps
Reciprocating positive-displacement pump
[edit]Reciprocating pumps move the fluid using one or more oscillating pistons, plungers or membranes, while valves limit fluid motion to the desired direction.
Pumps in this category are simple, with one or more cylinders. They can be either single-acting, with suction during one direction of the piston motion and discharge on the other, or double-acting, with suction and discharge in both directions.
Non-positive-displacement pumps
[edit]With this pump type, the volume of the liquid delivered for each cycle depends on the resistance offered to flow. A pump produces a force on the liquid that is constant for each particular speed of the pump. Resistance in a discharge line produces a force in the opposite direction. When these forces are equal, a liquid is in a state of equilibrium and does not flow. If the outlet of a non-positive-displacement pump is completely closed, the discharge pressure will rise to the maximum for a pump operating at a maximum speed.
Centrifugal pumps
[edit]Centrifugal pumps employ centrifugal force to lift liquids from a lower level to a higher level by developing pressure. A simplest type of pump comprises an impeller fitted onto a shaft, rotating in a volute casing. Liquid is led into the centre of the impeller (known as 'eye' of the impeller), and is picked up by the vanes of the impeller and accelerated to a high velocity by the vanes of the impeller, and discharged by the centrifugal force into the casing and then out the discharge pipe. When liquid is forced away from the centre, a vacuum is created and more liquid receives energy from the vanes and gains in pressure energy and kinetic energy. Since a large amount of kinetic energy is not desirable at the impeller outlet, an arrangement is made in the design to convert the kinetic energy of the liquid to pressure energy before the liquid enters the discharge pipe.[6]
Types of rotodynamic pumps
[edit]Rotodynamic pumps can be classified by various factors such as design, construction, applications, service etc.[7][8]
- By number of stages:
- Single-stage pumps:
- Also known as single impeller pumps
- Simple and low-maintenance
- Ideal for large flow rates and low-pressure installations
- Two-stage pumps:
- Two impellers in series
- For medium-use applications
- Multistage pumps:
- Three or more impellers in series
- For high-head applications
- Single-stage pumps:
- By type of case split:
- Axial split:
- In these types of pumps the volute casing is split axially and the split line at which the pump casing separates is at the shaft's centerline.
- They are typically mounted horizontally due to ease in installation and maintenance.
- Radial split:
- The pump case is split radially, the volute casing split is perpendicular to shaft centre line.
- Axial split:
- By impeller design
- Single-suction pumps:
- It has single suction impeller which allows fluid to enter blades only through a single opening.
- It has a simple design but the impeller has higher axial thrust imbalance due to flow coming through one side of impeller.
- Double-suction pumps:
- Double-suction impeller allows fluid to enter from both the sides of blades.
- These are the most common types of pumps.
- Single-suction pumps:
- By number of volutes:
- Single-volute pumps:
- Usually used for low capacity pumps due to small volute size
- Casting small volutes is difficult but results in good quality
- Have higher radial loads
- Double volute pumps:
- Have two volutes placed 180 degrees apart
- Good at balancing radial loads
- The most commonly used design
- Single-volute pumps:
- By shaft orientation:
- Horizontal centrifugal pumps:
- Readily available
- Easy to install, inspect, maintain and service
- Suitable for low pressure
- Vertical centrifugal pumps:
- Require large headroom for installation, servicing and maintenance
- Withstand higher pressure loads
- More expensive than horizontal pumps
- Horizontal centrifugal pumps:
Working of a rotodynamic pump
[edit]Centrifugal pump is the most common used pumping device in the hydraulic world. In which the water comes from the tank at the center of the impeller and exits at the top of the pump. The impeller is called the heart of the system. Which have three types 1. Open impeller, 2. Semi-open impeller, 3. Enclosed impeller, in which the enclosed impeller gives the best efficiency. Enclosed impellers have a series of backward-curved vanes fitted between the two plates. It will always stay in the water. When impeller starts to rotate, the fluid in which the impeller lies will also rotate. When fluid starts to rotate, the centrifugal force will induced in the fluid particles. Due to centrifugal force, both pressure and kinetic energy of fluid will increases. As the centrifugal force occurs in the fluid particles, at the inlet nozzle (at the suction) side the pressure will decreases. The pressure will comparatively less than the atmospheric pressure. Such low pressure will help to suck the fluid from the storage. But if the inlet nozzle (at the suction) is empty or filled with the air it will damage the impeller. The difference between pressure created at the inlet nozzle (at the suction) and the atmospheric pressure will be very less to suck the fluid from the tank. The impeller if fitted inside the casing. So the fluid has to be inside the casing. Casing will be designed such that it will give maximum pressure at the exit. In casing, the maximum diameter or space is at exit (discharge nozzle) and as we move inside the diameter will gradually decrease. Due to this, the volume of the fluid is more at the discharge nozzle, so the velocity will decrease, and as velocity and pressure both are inversely proportional the pressure will increase. And the increase in pressure is required because to overcome the resistance of the pumping system.[9]
If the pressure at the inlet nozzle (at the suction) goes below the pressure of vapor of the fluid, air bubbles created inside the casing. This situation is very dangerous for the pump because the fluid starts to boil and form the bubbles. Those bubbles will hit the impeller and it will spoil its material. This situation is known as the cavitation. To increase the pressure at the inlet nozzle (suction) we have to decrease the section head.[9][10]
Those three types of impellers have its different usages. If the fluid is more cloggy then the semi open or the open type of impeller is used. But the efficiency will decreases respectively. And also the Mechanical design of the pump is difficult. The shaft is used to connect the impeller and the motor which will transfer the rotary motion to the impeller. The fluid pressure inside the casing is very high, a proper sealing arrangement is required.[9][11]
Applications
[edit]Main industries where rotodynamic pumps are used include:[4]
- General services: Cooling water, service water, firefighting, drainage
- Agriculture: Irrigation, borehole, land drainage
- Chemical/Petrochemical: Transfer
- Construction/building services: Pressure boosting, drainage, hot water circulation, air conditioning, boiler feed
- Dairy/Brewery: Transfer, ‘wort’, ‘wash’ to fermentation
- Domestic: Hot water
- Metal manufacture: Mill scale, furnace gas rubbing, descaling
- Mining/quarrying: Coal washing, ore washing, solids transport, dewatering, water jetting
- Oil/gas production: Main oil line, tanker loading, water injection, seawater lift
- Oil/gas refining: Hydrocarbon transfer, crude oil supply, tanker loading, product pipeline, reactor charge
- Paper/pulp: Medium/low consistency stock, wood chips, liquors/condensate, stock to head box
- Power generation: Large cooling water, ash handling, flue gas desulphurisation process, condensate extraction, boiler feed
- Sugar manufacture: Milk of lime/syrup, beet tailings, juices, whole beets
- Wastewater: Raw and settled sewage, grit laden flows, stormwater
- Water supply: Raw water extraction, supply distribution, boosting
See also
[edit]References
[edit]- ^ The Hydraulic Institute's definition of rotodynamic pump: http://www.pumps.org/content_detail_pumps.aspx?id=1768
- ^ "Rotodynamic Pump Design - Cambridge University Press".
- ^ Sahu, G. K. (2000). Pumps: Rotodynamic and Positive Displacement Types : Theory, Design and Applications. ISBN 978-8122412246.
- ^ a b "Publications". www.europump.net. Retrieved 4 September 2024.
- ^ "Classifications of Pumps". www.engineeringtoolbox.com. Retrieved 16 April 2018.
- ^ "What is a Centrifugal Pump | Intro to Pumps". Intro to Pumps. Retrieved 16 April 2018.
- ^ "Custom Equipment Solutions". powerzone.com. Retrieved 16 April 2018.
- ^ Pumps, Global. "Global Pumps Australia | Industrial Pumps and Pumping Equipment". globalpumps.com.au. Retrieved 16 April 2018.
- ^ a b c "Working of Centrifugal Pumps". www.learnengineering.org. Archived from the original on 2 February 2014. Retrieved 16 April 2018.
- ^ Parkhurst, Brad. "What is Pump Cavitation?". Retrieved 16 April 2018.
- ^ "Impeller - Types of Impellers". www.nuclear-power.net. Retrieved 16 April 2018.
Rotodynamic pump
View on GrokipediaFundamentals
Definition and basic principles
A rotodynamic pump, also known as a dynamic or kinetic pump, is a device that continuously imparts energy to a fluid by means of a rotating impeller, propeller, or rotor, thereby accelerating the fluid and converting kinetic energy into pressure energy without trapping fixed volumes of fluid.[1] Unlike other pump types, rotodynamic pumps generate flow through dynamic acceleration rather than mechanical displacement, enabling high-volume, continuous fluid movement suitable for various industrial applications.[9] The basic operating principle of rotodynamic pumps relies on the conversion of mechanical energy from the rotating element to the fluid, primarily governed by Bernoulli's principle, which states that an increase in fluid velocity results in a corresponding decrease in pressure, and vice versa, along a streamline for an incompressible, inviscid flow. Fluid typically enters the pump axially or radially into the eye of the impeller, where it is accelerated by the rotating vanes, gaining significant kinetic energy in the tangential direction. This high-velocity fluid then exits the impeller and enters a stationary diffuser or volute casing, where it decelerates, converting the kinetic energy back into pressure energy to overcome system resistance.[11] The overall energy transfer is quantified by Euler's pump equation, derived from the conservation of angular momentum theorem applied to the fluid passing through the rotor. To derive Euler's pump equation, consider the torque exerted by the impeller on the fluid, which equals the rate of change of angular momentum: , where is the mass flow rate, is the radius, and is the tangential (whirl) component of the absolute fluid velocity at the inlet (subscript 1) and outlet (subscript 2). The power input to the fluid is then , where is the angular velocity and is the peripheral (blade) velocity. For an incompressible fluid, the theoretical head generated by the pump is the energy per unit weight, given by , where is the acceleration due to gravity. This equation highlights that the head depends on the change in the product of peripheral and tangential velocities across the impeller; in practice, is often negligible for radial inlet flows, simplifying to .[12] In contrast to positive-displacement pumps, which trap and intermittently displace fixed volumes of fluid using pistons, gears, or lobes—resulting in pulsatile flow and requiring valves or seals for containment—rotodynamic pumps provide smooth, continuous flow without such mechanisms, as the fluid is not enclosed but rather propelled by momentum transfer.[9] This continuous operation allows rotodynamic pumps to handle larger flow rates efficiently but makes their performance more sensitive to system backpressure, where head decreases as flow increases.[11]Historical development
The origins of rotodynamic pumps can be traced to the late 17th century, when French physicist and inventor Denis Papin developed the first known prototype of a centrifugal pump around 1687–1689. This device featured straight vanes within a rotating impeller to generate centrifugal force for fluid movement, distinguishing it from earlier positive displacement mechanisms like Archimedes' screw pump from the 3rd century BCE, which relied on mechanical enclosure rather than dynamic energy addition through rotation. Papin's design demonstrated the core principle of imparting kinetic energy to fluids via rotary motion but remained largely theoretical due to limitations in materials and power sources at the time.[13][14] The 19th century marked the transition to practical rotodynamic pumps, driven by industrial demands for reliable water handling. In 1851, British engineer John Appold patented a curved-vane centrifugal pump that significantly enhanced efficiency by aligning the impeller blades more effectively with fluid paths, allowing for higher flow rates and reduced energy loss. Complementing this, Henry R. Worthington established the Worthington Pump Works in 1845 with the invention of the direct-acting steam pump, enabling deployment in municipal water supply systems and early industrial applications, such as powering canals and naval vessels. The company later integrated and produced centrifugal pumps driven by steam engines. These innovations transformed rotodynamic pumps from curiosities into vital components of the emerging industrial infrastructure.[14][15] Advancements in the 20th century expanded the scope and performance of rotodynamic pumps through new configurations and materials. Axial-flow pumps, which use propeller-like impellers for high-volume, low-pressure fluid movement, emerged in the early 1900s, drawing from aerodynamic principles developed for aircraft propulsion systems during the 1910s and 1920s. Post-World War II, the widespread adoption of stainless steel alloys improved corrosion resistance, extending pump longevity in harsh chemical and marine environments and broadening their industrial applicability.[16] In the post-2000 era, computational fluid dynamics (CFD) has become a cornerstone of rotodynamic pump innovation, allowing engineers to simulate complex internal flows and optimize impeller geometries for superior efficiency and reduced cavitation. This digital approach has accelerated design iterations and minimized physical prototyping costs. Concurrently, standards like ISO 9906, initially issued in 1999 and updated in 2012, have established rigorous hydraulic performance testing protocols for centrifugal, mixed-flow, and axial pumps, driving global enhancements in energy efficiency and reliability through 2025. Additionally, in 2024, the Hydraulic Institute updated ANSI/HI 9.6.1 to refine NPSH margin guidelines for radial, mixed, and axial flow rotodynamic pumps, further improving cavitation avoidance and performance standards.[17][18]Classification and types
Centrifugal pumps
Centrifugal pumps represent the most prevalent subtype of rotodynamic pumps, operating on the principle of radial flow where fluid enters axially at the impeller center and exits radially outward perpendicular to the pump shaft.[19] The impeller features vanes that can be backward-curved (angled against the direction of rotation for higher efficiency), radial (straight for balanced performance), or forward-curved (angled with rotation for greater flow capacity), accelerating the fluid to impart kinetic energy before it enters the casing.[20] The casing is typically a volute, which spirals around the impeller to gradually convert the fluid's high velocity into pressure, or a diffuser with stationary vanes that performs a similar conversion more uniformly in high-flow applications.[19] These pumps are particularly suited for applications requiring medium flow rates and high pressure heads, as the radial flow path efficiently builds pressure through centrifugal force.[21] Their specific speed, a dimensionless parameter indicating design suitability, typically falls in the range of 500 to 4000 in US customary units (gallons per minute, feet, and revolutions per minute), distinguishing them from higher-speed axial designs.[21] Design variations include single-stage configurations for moderate pressures, where one impeller suffices, and multi-stage setups that stack multiple impellers in series to achieve significantly higher heads by cumulatively increasing pressure across stages.[19] Self-priming centrifugal pumps incorporate an integrated priming chamber that retains a reservoir of fluid to evacuate air from the suction line, enabling automatic priming without external assistance after initial filling.[22]Axial and mixed-flow pumps
Axial flow pumps feature a propeller-like impeller that propels fluid parallel to the shaft axis, with both inlet and outlet aligned axially for a straight-through flow path.[23] These pumps exhibit high specific speeds, typically exceeding 9000 in customary units, enabling them to handle very large flow rates at low heads.[23] They are particularly suited for applications requiring high-volume fluid movement, such as irrigation systems and flood control drainage.[7] Mixed-flow pumps incorporate a diagonal flow path that blends axial and radial components, utilizing impellers with twisted or screw-like vanes to achieve a balance between flow volume and pressure head.[23] Their specific speed range falls between approximately 3500 and 7000, positioning them as an intermediate option for moderate heads and substantial flows.[23] This design allows for efficient operation in scenarios demanding higher capacities than purely radial configurations but without the extreme flow rates of axial pumps.[7] In contrast to centrifugal pumps, which rely on radial flow for greater pressure development, axial and mixed-flow pumps generate lower pressure rises while achieving higher efficiencies at large volumetric flows due to their streamlined fluid paths.[7] A notable example is the adaptation of Kaplan turbine designs for pumping, where the axial impeller configuration supports reversible operation in low-head, high-flow environments.[24] Advancements in these pumps include variable-pitch propellers, enabling adjustable blade angles to optimize performance across varying operating conditions; such adjustability enhances adaptability, particularly in axial designs where blade pitch can be modified at rest or during operation.[7]Operating principles
Energy transfer mechanisms
In rotodynamic pumps, mechanical energy from the rotating shaft is transferred to the fluid primarily through the impeller, where kinetic energy is imparted, followed by conversion to pressure energy in the stationary diffuser or volute. This process relies on the interaction between the rotating blades and the fluid, governed by fundamental principles of fluid dynamics. The overall energy addition to the fluid is quantified by the Euler turbomachinery equation, which states that the theoretical head $ H $ developed is $ H = \frac{u_2 v_{\theta 2} - u_1 v_{\theta 1}}{g} $, where $ u $ is the blade tangential speed, $ v_\theta $ is the fluid's tangential (whirl) velocity component, and $ g $ is gravitational acceleration; for typical pumps with no pre-whirl at inlet ($ v_{\theta 1} = 0 $), this simplifies to $ H = \frac{u_2 v_{\theta 2}}{g} $.[25][26] The process begins at the suction stage, where fluid enters the impeller eye under low pressure, drawn axially into the pump inlet; sufficient Net Positive Suction Head Available (NPSHA) is required to prevent cavitation, a phenomenon where local pressure drops below vapor pressure, forming vapor bubbles that collapse and cause erosion.[7] In the impeller acceleration stage, the fluid accelerates as it follows the rotating blades, with energy transfer analyzed via velocity triangles that resolve the absolute fluid velocity $ \mathbf{V} $, relative velocity $ \mathbf{W} $ (to the blade), and blade velocity $ \mathbf{U} $; the tangential momentum change imparts torque, expressed as $ T = \rho Q (r_2 v_{\theta 2} - r_1 v_{\theta 1}) $, where $ \rho $ is fluid density, $ Q $ is volumetric flow rate, and $ r $ is radius.[25][26] Within the rotating frame, centrifugal force drives the fluid radially outward, while the Coriolis effect deflects it due to the blade motion, enhancing the velocity components.[26] Following acceleration, the diffusion stage occurs in the volute or diffuser, where the fluid velocity decreases, converting kinetic energy to pressure rise in accordance with the Bernoulli principle for incompressible flow.[27] The continuity equation ensures mass conservation, $ Q = A_1 v_1 = A_2 v_2 $, where $ A $ is cross-sectional area and $ v $ is average velocity, maintaining constant flow through varying geometries.[27] However, hydraulic losses reduce the actual energy transfer, including friction along surfaces, shock losses from mismatched velocities at blade entry, and separation due to adverse pressure gradients; these are quantified by manometric efficiency, $ \eta_m = \frac{g H_m}{u_2 v_{\theta 2}} $, where $ H_m $ is the actual manometric head, typically ranging from 70-90% in well-designed systems.[26] Cavitation risk persists if NPSHA falls below the required NPSHR, often defined as the point of 3% head drop.[7]Performance curves and efficiency
Performance curves for rotodynamic pumps graphically represent key operational characteristics as functions of flow rate (Q), typically measured in units such as gallons per minute (GPM) or cubic meters per hour (m³/h). The head-capacity (H-Q) curve plots the total dynamic head (H, in feet or meters) against Q, showing a downward-sloping profile where head decreases as flow increases due to the pump's energy transfer dynamics.[28][29] The efficiency (η-Q) curve illustrates pump efficiency (η, in percent) versus Q, peaking at the best efficiency point (BEP), which is the flow rate and corresponding head where the pump achieves maximum efficiency, minimizing energy losses and vibration.[28][29] The power (P-Q) curve depicts input power (P, in horsepower or kilowatts) required versus Q, generally increasing with flow as more energy is needed to maintain performance.[28] The net positive suction head required (NPSHR-Q) curve shows the minimum NPSH (in feet or meters) needed to prevent cavitation at varying flows, rising with Q to ensure adequate suction pressure.[28][29] Overall efficiency (η) quantifies the pump's energy conversion effectiveness and is calculated as the ratio of hydraulic output power to shaft input power:where ρ is fluid density (kg/m³), g is gravitational acceleration (9.81 m/s²), Q is volumetric flow rate (m³/s), H is total head (m), and P is input power (W).[30] This overall efficiency is the product of three components: volumetric efficiency (η_v = Q_net / Q_total, accounting for internal leakage), hydraulic efficiency (η_h = useful hydraulic work / work absorbed by impeller, reflecting friction and shock losses), and mechanical efficiency (η_m = power to impeller / shaft power, covering bearing and seal losses).[30][31] Specific speed (N_s), a dimensionless parameter, aids pump selection by characterizing the geometry and performance type:
where N is rotational speed (rpm), Q is flow at BEP (USgpm), and H is head at BEP (ft); values typically range from 500 to 15,000, with low N_s (500–4,000) indicating radial-flow pumps for high-head applications and high N_s (9,000–15,000) for axial-flow pumps suited to low-head, high-flow duties.[32] Affinity laws enable scaling predictions for speed changes (constant impeller diameter): Q ∝ N, H ∝ N², and P ∝ N³, allowing performance estimation without retesting.[33] Hydraulic performance acceptance tests follow ISO 9906, which specifies procedures for rotodynamic pumps using clean, cold water-like fluids at manufacturer facilities, defining three grades (1, 2, 3) with varying tolerances for head, flow, and power at the guarantee point—Grade 1 for tight precision and Grade 3 for broader allowances.[34][35] Factors such as fluid viscosity above 5 centipoise reduce head and efficiency while increasing power due to higher friction losses, requiring correction factors per ANSI/HI 9.6.7 standards.[36] Wear, particularly in impellers and wear rings, shifts curves by increasing clearances, leading to higher leakage, reduced head and efficiency (up to 1% annual drop), and elevated power draw.[37][38] No major updates to ISO 9906 have occurred as of 2025, maintaining the 2012 framework.[34]