VP Fuel Pump Motor

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Transcript of VP Fuel Pump Motor

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    Introduction

    Increases in the fuel cost and more concern for the environment are pressuring

    automotive companies to redesign and optimize various components used in

    automobiles. Initiatives focusing on weight reduction and efficiency are leading

    automotive companies and their suppliers to consider and adopt bonded Nd-Fe-B

    magnets for various motors used in the automobiles.

    Due to an increased interest in alternative fuels fuel pump motors are being driven to

    switch to brushless designs, and this trend is quickening the adoption of bonded Nd-

    Fe-B for these motors. The fuel pump is usually located in the fuel tank or on the

    frame rail and is run by the vehicles DC electrical power system. The fuel pump is a

    submersible unit with a permanent magnet electric motor. Most current fuel pumps

    use brush-type permanent magnet motors with sintered ferrite arcs used for the

    magnets. However, because certain alternative fuels, especially ethanol, are more

    caustic than gasoline, the brushes tend to corrode more quickly, causing the fuel

    pump to fail at a much higher rate. Moreover, ferrite-based motors need to be larger

    and heavier in order to deliver the required performance.

    This specific issues of higher fuel price, need for better performance with compact

    size and the corrosion of the brushes by the alternative fuels has lead to the need of

    designing a compact, cost effective, high performance permanent magnet brushless

    motor having similar torque-speed characteristics to that of the existing permanent

    magnet ferrite based brushed DC motors.

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    Methodology

    Benchmarking of the Original Motor

    The original brushed PM motor with sintered ferrite arcs was dismantled and various

    physical parameters like the dimensions and weight of various components were

    measured. Figure 1 shows the three dimensional view of the motor and Figure 2

    shows the exploded view of the benchmarked PM brushed DC motor. Figure 3

    shows the winding pattern for the benchmarked ferrite PM brushed DC motor.

    Fig. 1 Three dimensional view of the benchmarked Ferrite PM brushed DC motor

    Fig. 2 Exploded view of the benchmarked Ferrite PM brushed DC motor

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    Fig. 3 Winding diagram for the benchmarked Ferrite PM brushed DC motor

    Table 1 Physical Parameters of the benchmarked Ferrite PM brushed DC Motor

    No. of slots = 8 Winding type = Lap

    No. of magnet pole arcs = 2 Turns / Coil = 190 with Copper wire diameter =0.01275 inches (AWG size 29)

    Armature core length = 22.2mm

    Armature Outer diameter = 22.3 mm

    Length of air gap = 0.6 mm Magnet outer diameter = 32 mmBack iron thickness = 1.65mm

    Magnet inner diameter = 23.5 mm

    Length of the motor = 30 mm Total motor weight = 165.9 gmOverall diameter = 35.3 mm Total copper weight = 12.17 gmMagnet length = 30 mm Total magnet weight = 38.18 gm

    -3000

    -2000

    -1000

    0

    1000

    2000

    3000

    0 60 120 180 240 300 360

    B-field

    (Gauss)

    Rotor Position (deg)

    (a) Set up for Flux scan (b) Variation of air gap fluxFig. 4 Flux Scan for the benchmarked Ferrite PM brushed DC motor

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    To get the shape and the magnitude of the actual air gap flux density from the

    magnet a flux scan was performed using a closed magnetic circuit of the magnet

    with back iron and a solid steel piece replacing the armature. The complete set up

    for the flux scan is shown in Figure 4 (a), and Figure 4 (b) shows the flux density

    variation in the middle of the air gap for the actual air gap of 2.74 mm. From the flux

    scan it is observed that the magnets are magnetized to achieve a radial flux pattern

    in the air gap of the motor.

    Fig. 5 Cogging torque measurement device and cogging torque scan for the benchmarkedFerrite PM brushed DC motor

    The cogging torque produced due to the presence of the permanent magnet when

    the windings are not excited is measured using the cogging torque set up as shown

    in picture of Figure 5, and the cogging torque waveform is shown in the chart of

    Figure 5. The peak to peak cogging torque measured is 21.886 mN-m.

    A Two dimensional (2-D) finite element (FE) model of the motor was made and

    analyzed to predict the performance of the motor. Figure 6 (a) and (b) show the flux

    density and the flux line plot for the motor with only permanent magnet excitation,

    from which it is observed that some part of the modelled stator back iron is saturated

    with peak flux density in excess of 2.0 T. Figure 7 shows the FE predicted radial

    component of the flux density at the mid of the motor air gap, from which it is

    observed that the peak air gap flux density is 0.35 T.

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    (a) Flux density plot (b) Flux line plotFig. 6 Flux density and Flux line plot from FE analysis of the benchmarked Ferrite PM brushed

    DC motor

    Fig. 7 FE predicted variation of the flux density at the mid of air gap for only PM excitation

    Fig. 8 FE predicted cogging torque for thebenchmarked Ferrite PM brushed DC motor

    Fig. 9 FE predicted developed torque forthe benchmarked Ferrite PM brushed DCmotor at different armature currents

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    Figure 8 shows the FE predicted cogging torque variation for different rotor position,

    from which it is observed that the cogging torque cycle is 2 /Nrdegree electrical,

    where Nris the number of teeth on the armature. The peak to peak cogging torque

    predicted using the FE analysis is 13.2 mN-m. This is less than the actual measured

    value of 21.886 mN-m, and the difference appears to be mostly due to misalignment

    in the cogging torque measurement device. This conclusion is drawn because the

    measured peak to peak cogging can be seen to vary from ~15 to ~21mN-m as the

    shaft is rotated.

    Considering the linear commutation of the coils and the winding pattern as shown in

    Figure 3, the current in various coils at different rotor positions was worked out, and

    the developed torque of the motor was predicted for armature currents of 5 A and 8

    A. These are shown in Figure 9. Table 2 gives the value of the average torque and

    torque ripple for both currents. For the brushed PMDC motor with ferrite magnet arcs

    it is normal design practice to provide higher magnet length compared to the

    armature length, this will increase the average torque by about 10% in the motor by

    utilizing the end leakage flux. To accommodate this end leakage flux effect the

    average torque values achieved using the 2-D FE analysis are corrected and also

    shown in Table 2.

    Table 2 Measured and Predicted average torque at different armature currents

    Armature current (A) 5.00 8.00Average Torque from 2D FEA (mN-m) 47.10 75.23Predicted average Torque considering the end leakge flux(mN-m)

    52.29 83.51

    Measured Average Torque (mN-m) 51.00 87.00Predcited Torque Ripple (%) 46.05 40.74

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    Fig. 10 Dyno test setup Fig. 11 Performance characteristics of the benchmarked PMbrushed DC motor

    The actual performance characteristics of the motor were measured by connecting

    the motor to a dyno as shown in Figure 10. Figure 11 shows various performance

    characteristics of the benchmarked brushed PMDC motor from which it is observed

    that the peak efficiency of the motor is 47%. The measured average torque for the

    armature current of 5 A and 8 A are given in Table 2, which is in very close

    agreement with the predicted values resulting from the FE analysis after considering

    the effect of end leakage flux.

    Redesigning the PMBLDC Motor

    To overcome the difficulty of brush corrosion in the case of the PMDC motor working

    with fuels such as Ethanol, brushless motor design alternatives are proposed. The

    brushless motors are designed to achieve the same torque-speed characteristics of

    the benchmarked ferrite brushed PMDC motor but with the minimum possible overall

    volume and weight and also without much increase in the raw material cost from the

    benchmarked one.

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    Bonded Neo Solution # 1

    Table 3 Comparison of physical parameters and performance of benchmarked ferritePM DC brushed motor and redesigned PM BLDC motor with MQP-B2+ magnet and

    0.6 mm air gap

    Different design solutions using MQP-B2+

    Magnet for PM BLDC motor with 0.6 mm air

    gap

    Parameter

    Benchmark

    PMDC

    motor

    Motor A

    BLDC-MQP-

    B2+

    0.6 mm Gap

    (featured in

    Brochure)

    Additional

    Solution 1

    Additional

    Solution 2

    Type of Magnet FerriteCompression

    Moulded

    Compressio

    n Moulded

    Injection

    Moulded

    Total motor weight (gm) 165.9 75.1 82.9 85

    Length of the motor

    (mm)30.0

    22.022.0 22.0

    Overall diameter (mm) 35.3 26.2 27.5 28.0

    Total copper weight (gm) 12.17 19.2 22.1 23.8

    Total magnet weight

    (gm)38.18

    7.58.9 9.5

    Length of Air gap (mm) 0.6 0.6 0.6 0.6

    Current at 30 mN-m (A) 4.07 3.00 2.60 3.00

    Current at 60 mN-m (A) 6.47 5.10 4.40 5.20

    Efficiency at 30 mN-m

    (%)47.0

    62.067.5 63.0

    Efficiency at 60 mN-m

    (%)36.0

    55.065.0 60.5

    Normalized Volume 1 0.404 0.445 0.46

    Normalized Weight 1 0.453 0.499 0.512

    Normalized Diameter 1 0.742 0.779 0.793

    Normalized Length 1 0.733 0.733 0.733

    While maintaining the same air gap as the benchmarked ferrite fuel pump motor and

    utilizing the magnetic strength of MQP-B2+ powder, Radially magnetized

    compression moulded and injection moulded magnets are used to design brushless

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    PM motor solutions.. Table 3 shows the comparison of key physical parameters and

    performance of three PMBL DC motor alternatives to the benchmarked ferrite PM

    brushed DC fuel pump motor.

    Figure 12 shows the three dimensional view, and Figure 13 shows the exploded view

    of the re-designed BLDC motor-A which utilizes MQP-B2+ magnets. Figure 14

    shows the flux density and the flux line plot, while figure 15 shows the phase current

    waveforms for the redesigned motor-A at torque of 80mN-m. From these it can be

    observed that two phases are conducting at any time, and each phase is conducting

    for 120 electrical in half cycle. Figure 16 shows the cogging torque variation, from

    which it is observed that the peak-to-peak cogging torque is 16mN-m and the period

    for one cycle of cogging torque is 60 electrical.

    Fig. 12 Three dimensional view of the redesigned PMBL DC motor-A with MQP-B2+ magnetand 0.6 mm air gap

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    Fig. 13 Exploded view of the redesigned PMBL DC motor-A with MQP-B2+ magnet and 0.6 mmair gap

    (a) Flux density plot (b) Flux line plotFig. 14 Flux density and flux line plot for the redesigned PMBL DC motor-A with MQP-B2+

    magnet and 0.6 mm air gap

    Fig. 15 Phase currents for 80 mN-m torquefor the redesigned PMBL DC motor-Ahaving MQP-B2+ magnet and 0.6 mm airgap

    Fig. 16 Cogging torque for the redesignedPMBL DC motor-A having MQP-B2+magnet and 0.6 mm air gap

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    Fig. 17 Performance Characterisitcs of the Benchmarked ferrite PM Brushed DC andredesigned PMBL DC motor-A with MQP-B2+ magnet and 0.6 mm air gap

    Figure 17 shows the comparison between the performance characteristics of the

    redesigned PMBL DC motor-A and the benchmarked ferrite brushed DC motor, from

    which it is observed that for all torques the new redesigned motor draws less current

    from the battery and also gives higher efficiency and thus consumes less fuel. Table

    3 also gives the comparison of the weight and volume of the original benchmarked

    motor and new redesigned motors. It is to be noted that for the benchmarked

    ferrite PM Brushed DC motor the length of the motor and the overall diameter is the

    magnet length and diameter of the magnet return ring respectively. For the

    redesigned PM Brushless motor the length of the motor is defined by the magnet

    length, and this is identical to the stator lamination stack length. The overall diameter

    of the redesigned PM brushless motor is defined by the outside diameter of the stator

    back iron.Considering this active magnetic circuit length and the diameter the

    overall volume is calculated in both the cases and it is found that for the new

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    redesigned motor the volume and the weight of the motor is reduced by over

    50%. It is observed from Table 3 that the motor with injection moulded magnets

    needs higher weight/volume of the magnet and motor compared to the motor with

    compression moulded magnets. It is also observed that for both the injection

    moulded and the compression moulded motors the current drawn from the battery is

    lower and efficiency is higher compared to benchmarked ferrite brushed PM DC

    motor. The highest reduction in volume and weight for the redesigned PMBL DC

    motors with compression moulded magnets is 60% and 55% respectively. Here two

    designs are presented with compression moulded magnets to indicate that the

    lowest size or weight of the motor does not always results in to the highest efficiency.

    There is a trade of between the size\volume of the motor and the motor efficiency.

    Bonded Neo Solution # 2

    To provide protection to the magnet against corrosion when the fuel pump is used for

    an alternative fuel like ethanol, a non magnetic over-moulding layer needs to be

    provided on the magnet. In general the presence of non magnetic over-moulding

    layer increases the physical air gap of the motor by 0.4 mm, so considering the

    presence of this non magnetic over moulding layer alternative designs are provided

    for the motor with air gap of 1.0 mm. Table 4 shows the comparison of key physical

    parameters and performance of PMBL DC motor alternatives with 1.0 mm air gap to

    the benchmarked ferrite PM brushed DC fuel pump motor. Figures 18 and 19 show

    the three dimensional and exploded views of the redesigned PMBL DC motor-B

    which utilizes MQP-B2+ magnets.

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    Table 4 Comparison of physical parameters and performance of benchmarked ferritePM DC brushed motor and redesigned PM BLDC motor with MQP-B2+ magnet and

    1.0 mm air gap

    Different design solutions using MQP-B2+

    Magnet for PM BLDC motor with 1.0 mm air

    gapParameter

    Benchmark

    PMDC

    motorMotor-B

    BLDC-MQP-B2+

    1.0 mm Gap (featured

    in Brochure)

    Additional Solution

    3

    Type of Magnet Ferrite Compression Moulded

    Total motor weight (gm) 165.9 80.5 93.0Length of the motor

    (mm)30

    22.022.0

    Overall diameter (mm) 35.3 27.5 29.5

    Total copper weight (gm) 12.17 20.20 28.60

    Total magnet weight

    (gm)38.18

    7.5010.20

    Length of Air gap (mm) 0.6 1.0

    Current at 30 mN-m (A) 4.07 2.85 2.40

    Current at 60 mN-m (A) 6.47 5.05 4.30

    Efficiency at 30 mN-m(%)

    47.0 62.5 68.0

    Efficiency at 60 mN-m

    (%)36.0

    57.066.0

    Normalized Volume 1 0.445 0.512

    Normalized Weight 1 0.485 0.561

    Normalized Diameter 1 0.779 0.834

    Normalized Length 1 0.733 0.733

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    Fig. 20 Enlarged view of the air gap for the redesigned PMBL DC motor-B having MQP-B2+magnet with non magnetic over-moulding layer

    Figure 21 shows the flux density and the flux line plot for only permanent magnet

    excitation for redesigned PMBL DC motor-B. The peak flux density in the stator

    teeth, stator back iron and rotor back iron is 1.35 T, 1.60 T and 1.0 T respectively.

    Figure 22 shows the redesigned PMBL DC motor-B phase currents for a torque of 25

    mN-m at 6500 rpm - again each phase is conducting for 120 electrical for one half

    cycle. Figure 23 shows the cogging torque profile for redesigned PMBL DC motor-B

    from which it is observed that the peak-to-peak cogging torque is 8 mN-m, which is

    less than the peak-to-peak cogging torque for the motor with 0.6 mm air gap. The

    reduction in cogging torque is due to larger air gap.

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    (a) Flux density plot (b) Flux line plotFig. 21 Flux density and flux line plot for the redesigned PMBLDC motor-B having MQP-B2+

    magnet with non magnetic over-moulding layer

    Fig. 22 Phase currents for 25 mN-m torquefor the redesigned PMBLDC motor-Bhaving MQP-B2+ magnet with nonmagnetic over-moulding layer

    Fig. 23 Cogging torque for the redesignedPMBL DC motor-B having MQP-B2+magnet with non magnetic over-mouldinglayer

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    Fig. 24 Performance Characterisitcs of the Benchmarked ferrite PM Brushed DC andredesigned PMBL DC motor-B having MQP-B2+ magnet with non magnetic over-moulding layer

    Figure 24 shows the comparison between the performance characteristics of the

    redesigned PMBL DC motor-B and the benchmarked ferrite PM brushed DC motor.

    From which it is observed that for all torque values the redesigned PMBL DC motor-

    B draws less current from the battery and gives higher efficiency compared to the

    benchmarked ferrite PM brushed DC motor. Table 4 also gives the comparison of

    the weight and volume of the original benchmarked motor and new redesigned

    motors.Again, the volume and the weight are both reduced by more than 50%.

    This virtual design demonstrates that motor with Bonded Neo delivers

    increased performance, while at the same time providing an additional level of

    protection against corrosion and other wear.

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    Bonded Neo Solution # 3

    Magnetic powder MQP-14-12 is useful for applications needing higher flux with

    higher temperature and corrosion resistance, and as PPS has already been

    approved by automotive suppliers, a motor is designed with this cutting-edge high

    temperature magnetic powder MQP-14-12 in an injection moulded PPS magnet.

    Table 5 Comparison of physical parameters and performance of benchmarked ferrite

    PM DC brushed motor and redesigned PM BLDC motor with MQP-14-12 magnetand 0.6 mm air gap

    Parameter Benchmark PMDC motor

    Motor-C

    BLDC MQP-14-12 (IM)

    0.6 mm Gap as par the

    broacher

    Type of Magnet Ferrite Injection Moulded

    Total motor weight (gm) 165.9 85.0

    Length of the motor (mm) 30.0 22.0

    Overall diameter (mm) 35.3 28.0Total copper weight (gm) 12.17 23.80

    Total magnet weight (gm) 38.18 9.50

    Length of Air gap (mm) 0.6 0.6

    Current at 30 mN-m (A) 4.07 2.75

    Current at 60 mN-m (A) 6.47 4.75

    Efficiency at 30 mN-m (%) 47.0 64.0

    Efficiency at 60 mN-m (%) 36.0 59.0

    Normalized Volume 1 0.46

    Normalized Weight 1 0.512

    Normalized Diameter 1 0.793Normalized Length 1 0.733

    Table 5 gives the comparison of key physical parameters and performance of the

    redesigned PMBL DC motor with MQP-14-12 magnet with 0.6 mm air gap (Motor-C)

    to the benchmarked ferrite PM brushed DC fuel pump motor. Figure 25 shows the

    phase currents of motor-C for torque of 70 mN-m at 4200 rpm, from which it is

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    observed that each phase is conducting for 120 electrical for one half cycle with

    single pulse mode. Figure 26 shows the cogging torque profile for motor-C, from

    which it is observed that the cogging torque cycle is repeated after every 60

    electrical and the peak-to-peak cogging torque is 4.4 mN-m.

    Fig. 25 Phase currents for 70 mN-m torquefor the redesigned PMBL DC motor-Chaving MQP-14-12 magnet and 0.6 mm airgap

    Fig. 26 Cogging torque for the redesignedPMBL DC motor-C having MQP-14-12magnet and 0.6 mm air gap

    Fig. 27 Performance Characterisitcs of the Benchmarked ferrite PM Brushed DC andredesigned PMBL DC motor-C with MQP-14-12 magnet and 0.6 mm air gap

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    Figure 27 shows the comparison between the performance characteristics of the

    redesigned PM BLDC motor-C and the benchmarked ferrite PM brushed DC motor.

    From which it is observed that for all torque values the redesigned PMBL DC motor-

    C draws less current from the battery and gives higher efficiency compared to the

    benchmarked ferrite PM brushed DC motor. Table 5 also gives the comparison of

    the weight and volume of the original benchmarked motor and new redesigned

    motor.Again, the volume and the weight are both reduced by 50%.

    Summary

    Table 6 summarizes the key physical parameters and the performance of the

    benchmarked ferrite PM brushed DC motor and the redesign PMBL DC motors.

    The results presented here show that there are many possibilities and options

    when making important decision about magnetic material. By selecting high

    energy Bonded Neo material a drastic reduction in the weight and the volume

    and increase in efficiency and overall performance of the motor can be

    achieved. By making a more efficient motor, it would draw less battery current

    and consume less fuel. In addition every 10% reduction in the weight of the

    automobile yields 7% increase in the fuel efficiency. Therefore the reduction in

    weight of the bonded Nd-Fe-B motor yields consequential results, and the

    reduction in size would in turn allow automobile suppliers to shrink the size

    and weight of the other related components.

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    Table 6 Comparison of physical parameters and performance of benchmarked ferritePM brushed DC motor and different redesigned PMBL DC motors with Bonded Neo

    Magnets

    Parameter

    PMDCFerrite

    Benchmark

    Motor-ABLDC-MQP-B2+ 0.6 mm

    Air gap

    Motor-BBLDC-MQP-B2+ 0.6 mm

    Air gap

    Motor-CBLDC-MQP-14-12 (IM)0.6 mm Air

    gap

    Type of Magnet FerriteCompression Moulded

    CompressionMoulded

    InjectionMoulded

    Total motor weight (gm) 165.90 75.10 80.50 85.00

    Length of the motor (mm) 30.0 22.0 22.0 22.0

    Overall diameter (mm) 35.3 26.2 27.5 28.0

    Total copper weight (gm) 12.17 19.20 20.20 23.80

    Total magnet weight (gm) 38.18 7.50 7.50 9.50

    Length of Airgap (mm) 0.6 0.6 1.0 0.6

    Current at 30 mN-m (A) 4.07 3.00 2.85 2.75

    Current at 60 mN-m (A) 6.47 5.10 5.05 4.75

    Efficiency at 30 mN-m (%) 47.0 62.0 62.5 64.0

    Efficiency at 60 mN-m (%) 36.0 55.0 57.0 59.0

    Normalized Volume 1 0.404 0.445 0.46

    Normalized Weight 1 0.453 0.485 0.512

    Normalized Diameter 1 0.742 0.779 0.793

    Normalized Length 1 0.733 0.733 0.733