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Development of industrial process characterisation through data analysis Aleksandar Josifovic Design, Manufacture and Engineering Management University of Strathclyde 75 Montrose street, Glasgow, G1 1XJ Email: [email protected] Jonathan Corney Design, Manufacture and Engineering Management University of Strathclyde 75 Montrose street, Glasgow, G1 1XJ Email: [email protected] Abstract—Recently the world has seen an explosion of available data, gathered from sensors, experiments and direct measure- ments. The engineering world is shifting from model-centred simulations to the exploitation of large datasets for insights into machine behaviour. In the case of optimisation, where usually a simulation model is provided for the exploration of the parameter space, the new data-driven approach translates into the use of data for quantifying problems and delivering an optimal solution. This paper presents a methodology developed for interpreta- tion of condition monitoring data in the design process and site characterisation of hydraulic fracturing. Field data samples were processed to construct a nominal operating regime in a process pumping system. After describing the generic process a case study implementa- tion of field data from a North American hydraulic fracturing site is presented for illustration. The paper summarises sensor installation, data acquisition and cloud-based pre-processing. Consequent analysis demonstrates expected operational output in normal operating conditions for a specified geological terrain. The paper concludes with a base-case scenario for PD pump’s process output. I. I NTRODUCTION In recent years modern engineering systems have witnessed the start of a shift in the process of product development from in-depth physical modelling to increasing exploitation of real- time monitoring of on-site operation. Machine learning, de- veloped from Artificial Intelligence, aims to provide solutions for problems based on developed algorithms and analysis of historical data. The concept of machine learning has been previously used in many different industries and scientific studies such as agriculture [1], mineral extraction [2], optical recognition [3], robotics [4] and others. In industrial environment, two approaches prevail; data collection on site and processing in cloud or, both data collection and processing is done directly on site. Hydraulic fracturing process was established in 1950s [5] and involves using large number of positive displacement (PD) pumps to pressurise and deliver slurry-water mix into a well [6]. This method for stimulation and increase of hydrocarbon recovery has had global economic impact in energy sector, as demonstrated in North America [7], [8], [9]. In this well stimulation techniques all the central processes are controlled manually with limited amount of feedback information related to equipment life and failure prediction. Data processing of site metrics is currently being recorded on site and evaluated at central locations. Initial assessment stage needs to consider present on-site practices to develop benchmark criteria for future exploration wells. Proposed ini- tiative considers using characterized process metrics to develop performance envelops for satisfactory equipment operation. With the expansion of gathered data potential for predictive maintenance will be feasible. This paper evaluates mechanisms for extending equipment’s operational availability by introduc- ing a methodology for a PD pump monitoring system. Aim of this work is to establish methodology for develop- ment of data processing system for hydraulic fracturing. Systematic approach for implementing machine learning system involves using previously recorded field metrics to char- acterise, evaluate amplitudes and assign operational envelopes with specific phases of the process. Specific milestones in this work include following: Sensor identification and installation on equipment at process location Data acquisition using specialised industrial hardware Upload to cloud-based system and access through be- spoke data software Data evaluation using MatLab for identified process phases Establishing performance envelops based on previously examined data II. METHODOLOGY In Figure 1 knowledge discovery diagram is presented. Source data - For data processing and analysis of hydraulic fracturing processes a case study was required. Selected data was recorded in Texas, U.S. in 2015, the upcoming sections will present additional well properties. Target data - Pumping stages in hydraulic fracturing typ- ically last between 60 and 180 minutes. In addition to time constraint two other determinants that define individual loca- tion are required flow rates and treating pressures [10]. Case study identifies a single pumping stage.

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Page 1: Development of industrial process characterisation through ...vigir.missouri.edu › ~gdesouza › Research › Conference... · in many different industries and scientific studies

Development of industrial process characterisationthrough data analysis

Aleksandar JosifovicDesign, Manufacture andEngineering ManagementUniversity of Strathclyde

75 Montrose street, Glasgow, G1 1XJEmail: [email protected]

Jonathan CorneyDesign, Manufacture andEngineering ManagementUniversity of Strathclyde

75 Montrose street, Glasgow, G1 1XJEmail: [email protected]

Abstract—Recently the world has seen an explosion of availabledata, gathered from sensors, experiments and direct measure-ments. The engineering world is shifting from model-centredsimulations to the exploitation of large datasets for insights intomachine behaviour. In the case of optimisation, where usually asimulation model is provided for the exploration of the parameterspace, the new data-driven approach translates into the useofdata for quantifying problems and delivering an optimal solution.

This paper presents a methodology developed for interpreta-tion of condition monitoring data in the design process and sitecharacterisation of hydraulic fracturing. Field data samples wereprocessed to construct a nominal operating regime in a processpumping system.

After describing the generic process a case study implementa-tion of field data from a North American hydraulic fracturingsite is presented for illustration. The paper summarises sensorinstallation, data acquisition and cloud-based pre-processing.Consequent analysis demonstrates expected operational outputin normal operating conditions for a specified geological terrain.The paper concludes with a base-case scenario for PD pump’sprocess output.

I. I NTRODUCTION

In recent years modern engineering systems have witnessedthe start of a shift in the process of product development fromin-depth physical modelling to increasing exploitation ofreal-time monitoring of on-site operation. Machine learning, de-veloped from Artificial Intelligence, aims to provide solutionsfor problems based on developed algorithms and analysis ofhistorical data.

The concept of machine learning has been previously usedin many different industries and scientific studies such asagriculture [1], mineral extraction [2], optical recognition[3], robotics [4] and others. In industrial environment, twoapproaches prevail; data collection on site and processingincloud or, both data collection and processing is done directlyon site.

Hydraulic fracturing process was established in 1950s [5]and involves using large number of positive displacement (PD)pumps to pressurise and deliver slurry-water mix into a well[6]. This method for stimulation and increase of hydrocarbonrecovery has had global economic impact in energy sector, asdemonstrated in North America [7], [8], [9].

In this well stimulation techniques all the central processesare controlled manually with limited amount of feedbackinformation related to equipment life and failure prediction.Data processing of site metrics is currently being recordedon site and evaluated at central locations. Initial assessmentstage needs to consider present on-site practices to developbenchmark criteria for future exploration wells. Proposedini-tiative considers using characterized process metrics to developperformance envelops for satisfactory equipment operation.With the expansion of gathered data potential for predictivemaintenance will be feasible. This paper evaluates mechanismsfor extending equipment’s operational availability by introduc-ing a methodology for a PD pump monitoring system.

Aim of this work is to establish methodology for develop-ment of data processing system for hydraulic fracturing.

Systematic approach for implementing machine learningsystem involves using previously recorded field metrics to char-acterise, evaluate amplitudes and assign operational envelopeswith specific phases of the process. Specific milestones in thiswork include following:

• Sensor identification and installation on equipment atprocess location

• Data acquisition using specialised industrial hardware• Upload to cloud-based system and access through be-

spoke data software• Data evaluation using MatLab for identified process

phases• Establishing performance envelops based on previously

examined data

II. M ETHODOLOGY

In Figure 1 knowledge discovery diagram is presented.Source data - For data processing and analysis of hydraulic

fracturing processes a case study was required. Selected datawas recorded in Texas, U.S. in 2015, the upcoming sectionswill present additional well properties.

Target data - Pumping stages in hydraulic fracturing typ-ically last between 60 and 180 minutes. In addition to timeconstraint two other determinants that define individual loca-tion are required flow rates and treating pressures [10]. Casestudy identifies a single pumping stage.

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Data mining

Data evaluation/interpretation

Source data

Target data

Pre-processed data

Transformed data

Data patterns

Knowledge

Figure 1. Data mining and knowledge discovery diagram

Pre-processed data - Processing site information requiresselection of relevant operational metrics to be recorded foranalysis. In this case, PD pump’s inlet/outlet pressure, speedand vibration are measured.

Transformed data - Acquired pump metrics are transformedfor display into SI units, pressure inMPa, speed inRPM andvibration in g.

Data patterns - Physical measurements are aligned anddisplayed in the same phases of pumping process. Data char-acterisation in form of mean, extreme and frequency valuesare presented for all sensor measurements.

Knowledge - Cumulative sensor output provides necessaryknowledge for site characterisation in hydraulic fracturing bydefining surface pump pressure and associated vibration foragiven pump speed.

III. C ASE STUDY DESCRIPTION

Hydraulic fracturing involves using multiple high pressurePD pumps to propel fluid downhole. A typical site consists ofmultiple frac-truck assemblies each of which carries a singlePD pump.

Photograph of a hydraulic fracturing process site, withequipment annotation, is shown in Figure 2.

A. Sensor data

One of the pump units was instrumented with a slurrypressure sensors, a speed sensor, accelerometers on bothpower-end and fluid-end together with a number of pressureand temperature sensors for power-end lubrication, shown inFigure 3. In addition to PD pump instrumentation, engineand transmission operation metrics were recorded to monitordrivetrain performance.

2

1

3

5

4

6

7

1 - PD pump2 - Frac-truck assembly3 - Blender - slurry mixer4 - Water container

5 - Sand container6 - Manifold trailer7 - Wellhead8 - Data collection van

8

Figure 2. Equipment identification on site

PTD

VTF

ST

VTP

PTS

PT - Pressure transducer - discharge

PT - Pressure transducer - suction

VT - Vibration transducer - fluid-end

VT - Vibration transducer - power-end

ST - Speed transducer

D

S

F

P

Figure 3. Sensor allocation on the field unit

All the reciprocating equipment on a frac-site can be relatedto the pumping frequency, therefore running the PD pump athigher speed will demand a higher acquisition rate from thesensors. For example, a higher acquisition rate is requiredforaccelerometers to identify spectral energy at higher frequen-cies.

B. IMS gateway

A key component of the system described is the IMSgateway, shown in Figure 4. This unit is used to acquire sensordata, perform signal processing and algorithmic calculationson the data and utilise its communication interfaces to sendcollected information to a cloud server.

Data flow path, illustrated in Figure 5, progresses as follows:

1) Signal conditioning changes transducer output into areadable value, which is followed by noise attenuation.For example a 4-20 mA value, obtained from the sensor,is converted into 0-5 VDC.

2) The signal conditioned data is then sent to one of thetwo data acquisition (DAQ) cards where the analoguedata is sampled and converted into a digital format

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Data acquisition module

Electrical Power Supply20-28Vdc 1.5A

DAQ Inputs Outputs40 analogue inputs Modbus0-20mA Ethernet4-20mA+/- 10Vdc

Sample rate Frequency80kHz 8kHz3 Channels 10 Channels

Single Board Processor SoftwareComputer i7 Windows 8.1

Communication: Ethernet/J1939/WiFi/Celular/GPS

Figure 4. Data acquisition unit is installed in the field. Main characteristics are listed in the table.

Field unit Sensor IMS DAQ'Enterprise'

Cloud'SI

Workspace'MATLAB

Figure 5. Methodology for data acquisition from the PD pump unit on site.

that can be read by the Single board computer (SBC).Accelerometers are recorded at 4 kHz in DAQ card Band the remaining sensors are recorded at 1 kHz in DAQcard A.

3) The DAQ data is then sent to the SBC via USB interface.All the sensor data is stored in a database with timestamps and associated sensor information (e.g. sensortype and units of measure)

4) Data is then saved to the solid state drive (SSD). All thedata firstly goes through a buffer and all the data canbe approached almost instantaneously (no need to be pre-programmed). It can also be automated to acquire specificdata at any available frequency.

5) Data is finally uploaded to the cloud server or physicallytransferred by one of the field engineers. The mainchallenge with current DAQ system is the volume of datastorage space required to record high speed time seriesinformation. This can quickly run to terabytes of data andconsequently the system is programmed always to erasethe oldest data.

C. Rate of acquisition and data storage

Stage data is stored using three different sampling rates.Low speed was used to capture the whole stage. Due to thelength of the stage, which could be up to three hours inlength, it was sufficient to have 1 Hz sampling frequency tocapture accurately well-head metrics (e.g. sampling frequencyof 1 kHz is used for all pressure sensors, temperature sensorsand rotational encoders installed on the field unit). In contrast,the accelerometers on the PD pump’s power-end and fluid-end

acquire data at 4 kHz owing to the speed of the reciprocatingdrives and the induced equipment vibration on site.

D. Data transfer method

Physical data was downloaded using a specialised software,‘SiWorkspace’, from the cloud to a local workstation wheredata was processed using MatLab. Although SiWorkspace is aconfigurable tool it currently only has limited data processingcapabilities and is in principle only used to download the datafrom the cloud.

IV. DATA ANALYSIS

The system aims to allow all significant events, seen in theoperation, to be detected and recorded. By evaluating theirmagnitude and impact the opportunity arises to predict andcontrol events or foresee their development. The system wouldalso be able to send information to the operator and signalany operational irregularity. For example, excessive vibrationis common on site and to date it’s been difficult to get data toinvestigate the cause. In addition, the handlers on site needsto walk between units during operation and report any leaksor extreme vibration. There are potential safety benefits whicha control system can provide.

In addition to the speed encoder (measuring PD pump’srpm) and discharge pressure sensor, location of which canbe seen in Figure 3, pump is also instrumented with twoaccelerometers. In Figure 6 precise orientation and placementon two main subsections of the pump, power-end and the fluid-end, can be seen.

To illustrate the system data PD pump pressure and speedare displayed in Figure 7. It is clear that changes occurin 44th, 53rd, 94th and 126th minute. All of the changescan be correlated to variations seen in hydraulic fracturingstage, thereby, highlighted areas will be analysed furtherbyusing high frequency data. However, there hasn’t been enoughinformation to justify in-depth discussion of each of thesestates as they show great similarities between one another.

Selected data shows operational measurements from twoaccelerometers, suction (inlet), discharge (outlet) pressure andpump speed. Recorded metrics from two accelerometers are

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xy

z

PowerEndOrientation

FluidEndOrientation

x

y

z

Fluid End - accelerometerPower End - accelerometer

Figure 6. Orientation of accelerometers on the PD pump

30 40 50 60 70 80 90 100 110 120 130 1400

10

20

30

40

50

60

70

Pre

ssur

e (M

Pa)

30 40 50 60 70 80 90 100 110 120 130 140

0

20

40

60

80

100

120

140

Time (min)

Spe

ed (

RP

M)

Pump discharge pressurePump speed

Formation Breakdown

Increasing speedChange of gear

Well shutdown

Figure 7. Identifying transitional parts of the stage

Table IDATA FROM TRI-AXIAL ACCELEROMETER LOCATED ON THEPD PUMP’ S

POWER END

Sensor Peak (g) Mean (g) RMS (g)

Positive Negativex-accelerometer 5.09 -5.00 -0.03 0.83y-accelerometer 0.39 -0.36 -0.02 0.08z-accelerometer 0.62 -0.69 -0.03 0.11

shown in three coordinate axes (X,Y and Z) at acquisitionfrequency of 4 kHz. The remaining sensors are all acquiringat 1 kHz.

1) Power-End (PE) Tri-axial accelerometer: Time domainanalysis of the crankshaft accelerometer in state one is shownin Table I.

Analysis in time domain demonstrates significantly higherenergy in x-axis of the crankshaft assembly. Calculating RMSvalues shows approximately 10 times more energy in x-axiscompared to y-axis and 7 times more energy than in the z-axis.

50 51 52 53 54 55 56 57 58 59 60−10

0

10

Time (sec)

Acce

lera

tio

n (

m/s

2

50 51 52 53 54 55 56 57 58 59 60−5

0

5x 10

−3

Time (sec)

Ve

locity (

m/s

)

50 51 52 53 54 55 56 57 58 59 60−1

0

1x 10

−6

Time (sec)

Dis

pla

ce

me

nt

(m)

Crankshaft accleration in x−axis

Crankshaft velocity in x−axis

Crankshaft displacement in x−axis

(a)

(b)

(c)

Figure 8. Crankshaft accelerometer and data metrics displaying velocity anddisplacement

Peak values are mostly symmetrical in positive and nega-tive magnitude. Mean values are relatively low in all threeorientations.

To date the evidence suggests there is only limited inter-action between the vibration in the three axes, so each ofthe axis is considered as an independent function. Becauseof the comparatively high energy in one direction further PEaccelerometer analysis and discussion focuses solely on thex-axis.

Time series data obtained from the PE accelerometer canbe further developed by double integration to evaluate thecrankshaft displacement. Pump’s PE displacement along thex-axis is quantified in Figure 8 (c). The noisy signal wasprocessed with 50 Hz filter.

Analysis in the frequency domain of accelerometer in x-axisis displayed in Figure 9.

Accelerometer reading in the x-axis of the PE are shownin Figure 9. Given that the pump is operating at 106 rpm (i.e.1.76 Hz) it can be seen that the dominant amplitude spikesare at 455 Hz, 15 Hz and 135 Hz which are listed according totheir power amplitude.

2) Fluid-End (FE) Tri-axial accelerometer: Time domainanalysis of the accelerometer placed on the fluid-end chamber

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0 0.1 0.2 0.3 0.4 0.5 0.6−4

−2

0

2

4

Time(sec)

Acceleration (g)

Vibration and Crank angle position

0 0.1 0.2 0.3 0.4 0.5 0.60

60

120

180

240

300

360

Crank Angle (

°)

PEx at 106rpm(1.76Hz)

0 200 400 600 800 1000 1200 1400 1600 1800 20000

200

400

600

800

1000

X: 15Y: 364.2

Frequency plot

Frequency(Hz)

X: 135Y: 303.5

X: 455Y: 806.4

X: 618.3Y: 224.1

Amplitude

X: 910Y: 266.7X: 1038

Y: 196.9X: 1200Y: 157.4

X: 1337Y: 195.7

X: 1500Y: 197.7

PEx at 106rpm(1.76Hz)

Figure 9. Frequency plot of accelerometer placed on the PD pump’s PowerEnd in the direction of the x-axis

Table IIDATA FROM TRI-AXIAL ACCELEROMETER LOCATED ON THEPD PUMP’ S

FLUID END

Sensor Peak (g) Mean (g) RMS (g)

Positive Negativex-accelerometer 0.27 -0.28 -0.03 0.04y-accelerometer 4.65 -5.49 -0.03 0.17z-accelerometer 0.28 -0.29 -0.02 0.06

in state one is shown in Table II.Once again energy in the direction of one of the axes is

visibly higher compared to the other two. Again, displacementcan be evaluated using double integration of the recordedacceleration. Figure 10 shows fluid-end displacement over thecourse of ten seconds.

Because of the nature of the signal it was decided that nofiltering was needed as it will affect the final output. Becauseof this it is clear that pulses are equally spaced. This meansthatpump running at a constant speed will produce synchronizedpulses that correspond well with plunger movement inside thepump. This effect is naturally more prominent on the fluid-endside of the pump because of the closeness to the reciprocatingsource (plunger) and the operating medium (slurry).

Analysis of the fluid-end accelerometer in frequency domaincan be seen in Figure 11. Presented data is extracted from thesame time segment as in the analysis of the crankshaft metrics.

From the data displayed in Figure 11 it can be seen thatthere are certain similarities to the data presented in thecrankshaft section, which is to be expected. Primarily, theoccurrence of the peak at 455 Hz matches earlier results. Theremaining two peaks at 150 Hz and 10 Hz are close to theones exhibited in the PE section. Power amplitudes are lowerin the FE section, vibration peak in time series is lower by70% compared to the PE.

3) Suction pressure analysis: PD pump’s inlet pressure is agood indicator of the overall performance and can be used veryefficiently for predicting cavitation [11]. Data is processed andpresented in form of time series and frequency domain.

50 51 52 53 54 55 56 57 58 59 60−50

0

50

Time (sec)

Acceleration (m/s2)

Fluid End accleration in y−axis

50 51 52 53 54 55 56 57 58 59 60−0.01

0

0.01

Time (sec)

Velocity (m/s)

Fluid End velocity in y−axis

50 51 52 53 54 55 56 57 58 59 60−2

0

2x 10

−6

Time (sec)

Displacement (m)

Fluid End displacement in y−axis

Figure 10. Acceleration, velocity and displacement plot from accelerometerlocated on the Fluid End in the direction of the y-axis

0 0.1 0.2 0.3 0.4 0.5 0.6−1.8

−1.2

−0.6

0

0.6

1.2

1.8

Time(sec)

Acceleration (g)

Vibration and Crank angle position

0 0.1 0.2 0.3 0.4 0.5 0.60

60

120

180

240

300

360

Crank Angle (

°)

FEy at 106rpm(1.76Hz)

0 200 400 600 800 1000 1200 1400 1600 1800 20000

50

100

150

X: 10Y: 45.2

Frequency plot

Frequency(Hz)

Amplitude

X: 150Y: 58.35

X: 455Y: 110.5

X: 238.3Y: 45.76

X: 1772Y: 55.12

X: 1820Y: 52.12

X: 1363Y: 36.89

FEy at 106rpm(1.76Hz)

Figure 11. Frequency analysis plot from accelerometer located on the FluidEnd of a PD pump in the direction of the y-axis

Table III shows peak pressure and mean values during onesecond.

An entire pumping cycle is displayed in Figure 12 wherepressure is shown in blue and plunger displacement, travelingfrom 0 to 360◦, is shown in green on the right axis. Unsurpris-ingly, the three cylinder pump has three distinct pressure spikesat 0◦, 120◦ and 240◦ of crank rotation. Pressure fluctuations,shown in Figure 12, are influenced by opening and closingof the inlet valves which gives rise to the transient behaviourinside the inlet manifold of the PD pump. Instrumented PDpump was operating in the fleet of PD pump units therebythe possibility of suction pressure fluctuation due to systeminteraction must not be ignored.

Peak to peak variation is illustrated in Table III. Positive

Table IIISUCTION PRESSURE OPERATIONAL METRICS

Sensor Peak (MPa) Mean(MPa)

RMS(MPa)

Positive NegativeSuction Pressure 0.53 0.22 0.36 0.36

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40 40.1 40.2 40.3 40.4 40.5 40.6 40.7 40.8 40.9 410.25

0.3

0.35

0.4

0.45

0.5

0.55

X: 40.6Y: 0.4045

Inlet Pressure

Pre

ssu

re (

MP

a)

X: 40.54Y: 0.3241

X: 40.28Y: 0.3854

X: 40.33Y: 0.3309

X: 40.1Y: 0.369

X: 40.41Y: 0.4086

X: 40.22Y: 0.4222X: 40.03

Y: 0.4113

40 40.1 40.2 40.3 40.4 40.5 40.6 40.7 40.8 40.9 410

60

120

180

240

300

360

Cra

nk A

ng

le (

°)

Cylinder no.1 Cylinder no.3

Cylinder no.2

Figure 12. Suction pressure on the inlet side of the pump during one pumpingstroke

0 0.1 0.2 0.3 0.4 0.5 0.6−0.2

0

0.2

X: 0.3554Y: −0.02484

Time(sec)

Pressure−mean(Pressure)

Inlet pressure and Crank angle position

X: 0.09983Y: −0.0003123

X: 0.2216Y: 0.06372

0 0.1 0.2 0.3 0.4 0.5 0.60

60

120

180

240

300

360

Crank Angle (

°)

Inlet pressure at 106rpm(1.76Hz)

0 10 20 30 40 50 60 70 80 90 1000

5

10

15

X: 16.67Y: 4.516

Frequency plot

Frequency(Hz)

Amplitude

X: 10Y: 6.576

X: 5Y: 13.27

Inlet frequency at 106rpm(1.76Hz)

Figure 13. Frequency spectrum of the suction pressure on theinlet side ofthe pump during one pumping stroke

pressure peak is approximately 46% higher than the meanvalue. Pressure variation in the negative pressure peak is 60%.

It can be seen that peaks accurately align with the crankangle position and the annotations in Figure 12 indicate precisetiming of the individual cylinders during one pumping cycle.In Figure 13 a single pumping cycle is analysed in frequencydomain. The regular pressure pattern is visible in the frequencyplot. Results show regular energy spikes at 5 Hz, 10 Hz and16.7 Hz.

4) Discharge pressure analysis: Time domain analysis ofthe discharge pressure has significance due of its influenceon pump performance. Pressure was recorded at the dischargeplenum located inside the PD pump. In the field the possibilitythat other PD pumps in the system are influencing operationof the test unit must also be considered.

Mean pressure during the recording time of two minutes,along with details on peak values, are shown in Table IV.

Figure 14 displays operation during one pumping cycle. Theslow modulation of the outlet pressure can be the result of theload and the flow rate. Overall complexity of the signal isshown in the Figure 14.

Peak to peak oscillation varies in the sampled period.Section from the later part of the recording, shown in Figure15, exhibit higher amplitudes.

Analysis in the frequency domain for the discharge pressurewas done on the same time range of one second. Figure 16

Table IVDISCHARGE PRESSURE

Sensor Peak (MPa)Mean(MPa)

RMS(MPa)

Positive NegativeDischarge Pressure 43.80 70.18 57.18 57.34

80 80.1 80.2 80.3 80.4 80.5 80.6 80.7 80.8 80.9 8145

50

55

60

65

70

75

X: 80.26Y: 54.11

Outlet Pressure

Pre

ssure

(M

Pa)

Time (s)

X: 80.29Y: 66.53

80 80.1 80.2 80.3 80.4 80.5 80.6 80.7 80.8 80.9 810

60

120

180

240

300

360

Figure 14. Discharge pressure inside outlet plenum of the pump during onepumping stroke

displays results from this analysis.Frequency spectrum, shown in Figure 16, depicts impulsive

nature in the low frequency part of the pressure signal. It isclear that there is a strong frequency concentration at 18 Hzforming 10:1 ratio with plunger frequency of 1.76 Hz.

V. RESULTS

Synchronization in the time domain and alignment againstcrankshaft position provides useful insight towards understand-ing pump operation in the field environment. Clear correlationsbetween different sensor measurement can be seen and someof their relationship have been presented in this paper. InFigure 17 these observations are highlighted.

For example the accelerometer on the fluid-end, in thedirection of the y-axis, shows equally spaced pulses that

110 110.1 110.2 110.3 110.4 110.5 110.6 110.7 110.8 110.9 11145

50

55

60

65

70

75

X: 110.5Y: 51.82

Outlet Pressure

Pre

ssure

(M

Pa)

Time (s)

X: 110.5Y: 68.66

X: 110.7Y: 52.2

X: 110.7Y: 69.31

110 110.1 110.2 110.3 110.4 110.5 110.6 110.7 110.8 110.9 1110

60

120

180

240

300

360

Figure 15. High amplitude variation of the discharge pressure inside the outletplenum of the PD pump during one pumping stroke

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0 0.05 0.1 0.15 0.2 0.25 0.3 0.35 0.4 0.45 0.5−10

−5

0

5

10

X: 0.1327Y: 6.934

Time(sec)

Pressure−mean(Pressure)

Outlet pressure and Crank angle position

X: 0.3273Y: −7.344

0 0.05 0.1 0.15 0.2 0.25 0.3 0.35 0.4 0.45 0.50

60

120

180

240

300

360

Crank Angle (

°)

Outlet pressure at 106rpm(1.76Hz)

0 10 20 30 40 50 60 70 80 90 1000

500

1000

1500

2000

2500

X: 18Y: 2310

Frequency plot

Frequency(Hz)

Amplitude

X: 12Y: 642.1

Outlet frequency at 106rpm(1.76Hz)

Figure 16. Frequency spectrum of the discharge pressure on the outlet sideof the PD pump during one pumping stroke

0 30 60 90 120 150 180 210 240 270 300 330 360-1

-0.5

0

0.5

1FluidEnd acceleration

Crank Angle (°)

Y-direction

0 30 60 90 120 150 180 210 240 270 300 330 360

0.35

0.4

0.45

0.5Inlet Pressure

Pre

ssu

re (

MP

a)

0 30 60 90 120 150 180 210 240 270 300 330 36055

60

65

70Outlet Pressure

Pre

ssu

re (

MP

a)

Crank Angle (°)

Crank Angle (°)

Acce

lera

tio

n (

g)

Figure 17. Important pump metric and their relationship during one fullpumping cycle

correlate well with angle of the crankshaft. Similarly, inletand outlet pressure show strong association with the type ofaPD pump (i.e. triplex) in the output signal. Pressure variationis also presented and +/- 10% fluctuation is seen around themean value.

VI. CONCLUSION

In conclusion, the information provided in this paper illus-trates the complexity of data being collected from industrialoperation to monitor site behaviour. This analysis highlightsthe field operation and the challenges that have to be overcomebefore the goal of a comprehensive mechatronic site controlsystem can be realized.

The analysis of the accelerometers has shown that thevibration along the length of the pump is dominate. Thispresents valuable information that needs to be further devel-oped to support structural analysis. For example, similar fielddata analysis has previously been reported for wind turbineswhere the fatigue cycle was measured and implemented incomputational model to assess possible improvements anddesign modification [12], [13].

In pressure pulsation studies, scenarios showing steady stateand transitional operation were displayed and discussed whichhave possibility to be used as system training data sets.

Future implementation of this approach in industrial systemscould provide live monitoring and feedback to equipment op-erator. Lastly, the condition monitoring system could provideinformation about any outstanding trends or predict failurebased on this method for developing training data sets.

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