1
During recent decades, anaerobic digestion (AD) of organic substrates has become one of the most mature technologies to produce renewable energy from wet biomass. Biogas production using AD process implies to manage a complex microbial flora that is highly sensitive to variations of the ecological conditions existing in the reactors. The main biological dysfunctions are nowadays better understood and are for the most part related to inappropriate feeding of the digesters. So far various methods have been evaluated to monitor the process but none seems to be ideal. These methods usually consist in measuring a set of variables judged to be characteristic of the process status (i.e. pH of the liquid phase, CH 4 /CO 2 ratio of the biogas,) and interpreting the collected data for each parameter individually. However, since these variables reflect the conditions of the reactor anaerobic microbial community, it appears very probable that they present a certain degree of correlation. An efficient tool for AD process monitoring should therefore benefit from the integration of information about the way the measured parameters interact when the process is in control. A way to satisfy this condition is to monitor the reactors using multivariate statistic methods as an alternative to usual univariate approaches. Control charts built with Hotelling T² statistic are well adapted to this kind of application. Those charts are becoming more and more popular to monitor continuous processes were the quality of the final product is related to several dependant variables (Adam et al., 2012). 10 th International Conference on Renewable Resources and Biorefineries Valladolid A multivariate statistic approach to detect process imbalance in lab scale continuously stirred tank anaerobic reactors submitted to inadequate organic loading rate Sébastien Lemaigre 1 , G. Adam 2 , X. Goux 1 , P. Delfosse 1 1 Département EVA, Centre de Recherche Public Gabriel Lippmann, 41 rue du Brill, L-4422 Belvaux, Luxembourg 2 Université de Liège, Arlon Campus Environnement, 185 Avenue de Longwy, B-6700 Arlon, Belgium Contact: Sébastien Lemaigre, CRP - Gabriel Lippmann 41, rue du Brill - L-4422 BELVAUX Tél. (+352) 47 02 61-458 [email protected] Funding statement: The research was co-financed by the European Union via the FEDER in the framework of INTERREG IVA program. http://www.optibiogaz.eu/ References: Adam, G., Lemaigre, S., Romain, A. C., Nicolas, J., & Delfosse, P. (2013). Evaluation of an electronic nose for the early detection of organic overload of anaerobic digesters. Bioprocess and biosystems engineering, 36(1), 23-33 Mason, R.L., Tracy, N.D., Young, J.C. (1995). Decomposition of the T-square for multivariate control chart interpretation. J. Qual. Tech. 27,99-108 INTRODUCTION CONCLUSIONS MATERIAL AND METHODS AIMS of the STUDY 1 1 control reactor - cautious organic loading rate (OLR) 3 overfed reactors Inoculum: sludge from the anaerobic digester of a waste water treatment plant (mesophilic conditions). Substrate: dried sugar beet pulps. ↑ OLR: VDI 4630 4 Continuously Stirred Tank Reactors (CSTR) 100l Mesophilic temperature range (37°C) Overfeeding campaigns with lab scale continuous reactors Continuous data collection In the digestate : Parameter Units Measurement method Measurement Frequency Biogas specific production l/h drum-type wet gas meter h -1 CH 4 concentration % (Volume) Non Dispersive Infra-Red Sensor (NDIR) (2h) -1 CO 2 concentration % (Volume) NDIR (2h) -1 H 2 concentration ppm (Volume) Metal Oxyde Semi-conductor (MOS) with molecular sieve (2h) -1 H 2 S concentration ppm (Volume) Electro- Chemical Sensor (ECS) (2h) -1 In the biogas : Parameter Measurement method Measurement Frequency pH Saturated calomel electrode d -1 Total solids (TS) Gravimetry (VDI 4630) w -1 Volatile solids (VS) Gravimetry (VDI 4630) w -1 Total alkalinity (TA) Volumetric (BiogasPro, Germany) w -1 Ammoniac Nitrogen (NH 4 -N) Volumetric (BiogasPro, Germany) w -1 Analysis of the data sets with Hotelling’s control charts Data sets Splitting Phase I Phase II Recursive outliers elimination Computation of the parameters that charachterize the in-control process (S and Xmv) Upper control limit (UCL) T² computation and comparison with UCL Do the detected out-of-control situations reflect real events? Model building Model validation No Yes Decomposition charts => which individual variable(s) is (are) responsible for each out-of control signal? IMPROVED INTERPRETATION OF DETECTED ANORMAL EVENTS 0 500 1000 1500 2000 Date T 2 May Jun Jul Aug Sep Oct Nov Dec Feb 2012 UCL= 27.93 Valid control chart Hotelling’s control charts? The most applied chart in multivariate process control. Phase I: Data set built with measurements performed during a period where the process is supposed to be “in control”. It authorizes to compute 2 parameters that characterize this in-control situation : the covariance matrix (S) and the mean vector (Xmv). Phase II: Each collected data sample is used to compute a unique statistical parameter () that compare the current sample data structure with Phase I Xmv and S. T² value are compared to an upper control limit (UCL) to identify out-of-control situations : May Jun Date/Sample UCL Unusual events Assessing the potential of Hotelling’s multivariate control charts built from variables reputed as individual AD process indicators to detect dysfunction of anaerobic reactors submitted to inadequate feeding conditions. 0 500 1000 1500 2000 Date T 2 May Jun Jul Aug Sep Oct Nov Dec Feb 2012 UCL= 27.93 100 200 300 400 OLR (gVS/day) 0 5000 10000 15000 20000 25000 30000 35000 0 5 10 15 20 25 30 Hotelling Control Chart Sample T 2 UCL= 27.87 0 5000 10000 15000 20000 25000 30000 35000 0 5 10 15 20 Hotelling Control Chart Sample T 2 UCL= 20.51 0 500 1000 1500 2000 Date T 2 May Jun Jul Aug Sep Oct Nov Dec Feb 2012 UCL= 20.54 100 200 300 400 OLR (gVS/day) 0 2000 4000 6000 8000 0 5 10 15 20 25 30 Hotelling Control Chart Sample T 2 UCL= 27.85 0 500 1000 1500 Date T 2 May Jun Jul Aug Sep Oct Nov Dec Feb 2012 UCL= 27.93 100 200 300 400 OLR (gVS/day) Phase I (T² after outliers cleaning) Phase II (CSTR1) Fig. 1. All the measured parameters are used for model building except pH. Phase I is performed with a dataset issued from the cautiously fed control reactor (CSTR2). In phase II, an excessive number of samples are interpreted as out-of-control situations even though the digestion process is not perturbed. WRONG INTERPRETATIONS! The process is functional (daily biogas production,[CH 4 ], pH~7). Fig. 2. All the measured parameters are used for model building except pH. Phase I is performed with a dataset combining mixed data from the 4 reactors. In phase II, the detected unusual events can be related to real process dysfunction or real failures of the measurement system (cf. 2). CORRECT INTERPRETATIONS Fig. 3. Phase I is performed with a dataset combining mixed data from the 4 reactors but only the parameters measured in the gas phase are used. Phase II still provide correct interpretation of the unusual events. CORRECT INTERPRETATIONS RESULTS and DISCUSSION 1) Selection and optimization of the phase I data set (model building) 2) Process control for 1 overfed reactor (CSTR1) 0 500 1000 1500 2000 Date T 2 May Jun Jul Aug Sep Oct Nov Dec Feb 2012 UCL= 20.54 100 200 300 400 OLR (gVS/day) 0 20 40 60 80 100 Date CH4 (%) May Jun Jul Aug Sep Oct Nov Dec Feb 2012 0 20 40 60 80 100 CO2 (%) 4 5 6 7 8 9 Date pH May Jun Jul Aug Sep Oct Nov Dec Feb 2012 1. 2. 3. 4. 5. 6. 7. Event 1 and 6: A stirrer malfunction occurred causing an important hydrogen production. Decomposition showed that hydrogen concentration in the biogas was the parameter responsible for the detected out-of-control situation (Fig. 4). Event 2: An important foam generation caused a failure of the gas sensors and required the disconnection of the biogas analyser for maintenance. Event 3: Drift of CH 4 and CO 2 sensors. Event 4: H 2 S sensor was used to analyse a gas sample extremely concentrated. The sensor stayed perturbed during some hours after the measurement. Event 5: Unexplained hydrogen production peaks. Event 7: The reactor reaches an acidosis situation. The first out-of-control samples are related to an unusual relationship between CH 4 and CO 2 concentrations. Highest T² values are related to increasing hydrogen concentration. t2 decomp ucl p-value CH 4 0,17 10,83 0,678 CO 2 0,06 10,83 0,813 H 2 374,20 10,83 0 Biogas sp. pr. 0,27 10,83 0,604 H 2 S 0,21 10,83 0,645 CH 4 CO 2 0,18 13,83 0,837 CH 4 H 2 374,49 13,83 0 CH 4 Biogas sp. pr. 0,32 13,83 0,728 CH 4 H 2 S 0,42 13,83 0,656 CO 2 H 2 378,67 13,83 0 CO 2 Biogas sp. pr. 0,28 13,83 0,757 CO 2 H 2 S 0,22 13,83 0,799 H 2 Biogas sp. pr. 410,38 13,83 0 H 2 H 2 S 384,72 13,83 0 Biogas sp. pr. H 2 S 0,59 13,83 0,556 CH 4 CO 2 H 2 386,62 16,28 0 CH 4 CO 2 Biogas sp. pr. 0,32 16,28 0,810 CH 4 CO 2 H 2 S 0,55 16,28 0,650 CH 4 H 2 Biogas sp. pr. 422,83 16,28 0 CH 4 H 2 H 2 S 385,40 16,28 0 CH 4 Biogas sp. pr. H 2 S 0,64 16,28 0,590 CO 2 H 2 Biogas sp. pr. 410,78 16,28 0 CO 2 H 2 H 2 S 395,40 16,28 0 CO 2 Biogas sp. pr. H 2 S 0,60 16,28 0,616 H 2 Biogas sp. pr. H 2 S 416,16 16,28 0 CH 4 CO 2 H 2 Biogas sp. pr. 439,77 18,49 0 CH 4 CO 2 H 2 H 2 S 422,20 18,49 0 CH 4 CO 2 Biogas sp. pr. H 2 S 0,79 18,49 0,533 CH 4 H 2 Biogas sp. pr. H 2 S 429,11 18,49 0 CO 2 H 2 Biogas sp. pr. H 2 S 418,73 18,49 0 CH 4 CO 2 H 2 Biogas sp. pr. H 2 S 468,64 20,54 0 Combinations of variables Fig. 4. Decomposition chart for event 1. All combinations of variables including hydrogen are responsible for the alarm. Control charts were built using « MSQC » R package v1.0.1 (E. Santos-Fernandez) Decompositon chart were computed using « MYT » method (Mason et al., 1995) CSTR1 CSTR3 CSTR4 CSTR2 OLR OLR OLR CO 2 CH 4 pH NB : data set used for phase I was described Fig. 3. pH of liquid phase is NOT included in the data sets. Hotelling’s T² control charts appear as an interesting tool for AD process monitoring. The study showed that it was possible to quickly detect out-of-control situations (related to both biological dysfunctions ant measurement system failure) using only gas phase parameters to build the model. T² is a unique parameter => the charts are easy to read and the T² value can be easily used to trigger various events to inform the manager of the reactors (i.e. alarm signal). Using the data of a reactor that was cautiously and steadily fed to define the in-control situation of the process did NOT appear as the best option. It was shown as more efficient to add to the training data set the measurements from overfed reactors. After cleaning of the outliers, the data set included more information on how the variables interact each others for a wider range of OLR values. Subsequent event detection was then more realistic. In this study, liquid phase measurements did not seem to provide important added-value to the process control tool, probably because of their low frequency of measurement compared to biogas parameters. > > > > > > > > > > > > > > >

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Page 1: Sébastien Lemaigre1, G. Adam , X. Goux , P. Delfosse ... RRB-10 Seb.pdf · Sébastien Lemaigre1, G. Adam2, X. Goux1, P. Delfosse1 1Département EVA, Centre de Recherche Public Gabriel

During recent decades, anaerobic digestion (AD) of organic substrates has become one of the most mature technologies to produce renewable energy from wet biomass. Biogas

production using AD process implies to manage a complex microbial flora that is highly sensitive to variations of the ecological conditions existing in the reactors. The main biological

dysfunctions are nowadays better understood and are for the most part related to inappropriate feeding of the digesters. So far various methods have been evaluated to monitor the

process but none seems to be ideal. These methods usually consist in measuring a set of variables judged to be characteristic of the process status (i.e. pH of the liquid phase, CH4/CO2

ratio of the biogas,…) and interpreting the collected data for each parameter individually. However, since these variables reflect the conditions of the reactor anaerobic microbial

community, it appears very probable that they present a certain degree of correlation. An efficient tool for AD process monitoring should therefore benefit from the integration of

information about the way the measured parameters interact when the process is in control. A way to satisfy this condition is to monitor the reactors using multivariate statistic methods

as an alternative to usual univariate approaches. Control charts built with Hotelling T² statistic are well adapted to this kind of application. Those charts are becoming more and more

popular to monitor continuous processes were the quality of the final product is related to several dependant variables (Adam et al., 2012).

10th International Conference on Renewable Resources and

Biorefineries

Valladolid

A multivariate statistic approach to detect process imbalance in lab scale continuously stirred tank

anaerobic reactors submitted to inadequate organic loading rate

Sébastien Lemaigre1, G. Adam2, X. Goux1, P. Delfosse1

1Département EVA, Centre de Recherche Public Gabriel Lippmann, 41 rue du Brill, L-4422 Belvaux, Luxembourg

2 Université de Liège, Arlon Campus Environnement, 185 Avenue de Longwy, B-6700 Arlon, Belgium

Contact: Sébastien Lemaigre,

CRP - Gabriel Lippmann

41, rue du Brill - L-4422 BELVAUX

Tél. (+352) 47 02 61-458

[email protected]

Funding statement: The research was co-financed by the European Union via the

FEDER in the framework of INTERREG IVA program.

http://www.optibiogaz.eu/

References: Adam, G., Lemaigre, S., Romain, A. C., Nicolas, J., & Delfosse, P. (2013). Evaluation of an electronic nose for the early detection of organic overload of anaerobic digesters. Bioprocess and biosystems engineering, 36(1), 23-33 Mason, R.L., Tracy, N.D., Young, J.C. (1995). Decomposition of the T-square for multivariate control chart interpretation. J. Qual. Tech. 27,99-108

INTRODUCTION

CONCLUSIONS

MATERIAL AND METHODS AIMS of the STUDY

1

1 control reactor - cautious

organic loading rate (OLR) 3 overfed reactors

•Inoculum: sludge from the

anaerobic digester of a waste water

treatment plant (mesophilic

conditions).

•Substrate: dried sugar beet pulps.

↑ OLR: VDI 4630

4 Continuously

Stirred Tank

Reactors (CSTR)

100l

Mesophilic

temperature

range (37°C)

Overfeeding campaigns with

lab scale continuous reactors Continuous data

collection

In the digestate :

Parameter Units Measurement

method Measurement

Frequency

Biogas specific

production l/h

drum-type wet

gas meter h-1

CH4 concentration % (Volume) Non Dispersive

Infra-Red

Sensor (NDIR) (2h)-1

CO2 concentration % (Volume) NDIR (2h)-1

H2 concentration ppm

(Volume)

Metal Oxyde

Semi-conductor

(MOS) with

molecular sieve

(2h)-1

H2S concentration ppm

(Volume)

Electro-

Chemical

Sensor (ECS) (2h)-1

In the biogas :

Parameter Measurement

method Measurement

Frequency

pH

Saturated

calomel

electrode

d-1

Total solids (TS) Gravimetry

(VDI 4630) w-1

Volatile solids (VS) Gravimetry

(VDI 4630) w-1

Total alkalinity (TA)

Volumetric

(BiogasPro,

Germany) w-1

Ammoniac Nitrogen

(NH4-N)

Volumetric

(BiogasPro,

Germany) w-1

Analysis of the data sets with

Hotelling’s control charts

Data sets

Splitting

Phase I Phase II

Recursive outliers elimination

Computation of the parameters

that charachterize the in-control

process (S and Xmv) Upper control limit (UCL)

T² computation

and comparison with UCL

Do the detected

out-of-control

situations reflect real events?

Model building Model validation

No Yes

Decomposition

charts => which

individual

variable(s) is

(are)

responsible for

each out-of control signal?

IMPROVED INTERPRETATION OF DETECTED ANORMAL EVENTS

0

500

1000

1500

2000

Date

T2

Ma

y

Ju

n

Ju

l

Au

g

Se

p

Oct

No

v

De

c

Fe

b

20

12

UCL= 27.93

Valid control chart

Hotelling’s control charts?

• The most applied chart in multivariate process control.

• Phase I: Data set built with measurements performed

during a period where the process is supposed to be “in

control”. It authorizes to compute 2 parameters that

characterize this in-control situation : the covariance

matrix (S) and the mean vector (Xmv).

• Phase II: Each collected data sample is used to

compute a unique statistical parameter (T²) that

compare the current sample data structure with Phase I

Xmv and S. T² value are compared to an upper control

limit (UCL) to identify out-of-control situations :

0

500

1000

1500

2000

Date

T2

May Jun Jul

Aug

Sep

Oct

Nov

Dec

Feb

2012

UCL= 27.93

Date/Sample

UCL

Unusual events

Assessing the potential of Hotelling’s multivariate

control charts built from variables reputed as individual

AD process indicators to detect dysfunction of

anaerobic reactors submitted to inadequate feeding

conditions.

0

500

1000

1500

2000

Date

T2

Ma

y

Ju

n

Ju

l

Au

g

Se

p

Oct

No

v

De

c

Fe

b

20

12

UCL= 27.93

10

02

00

30

04

00

OL

R (

gV

S/d

ay)

0 5000 10000 15000 20000 25000 30000 35000

0

5

10

15

20

25

30

Hotelling Control Chart

Sample

T2

UCL= 27.87

0 5000 10000 15000 20000 25000 30000 35000

0

5

10

15

20

Hotelling Control Chart

Sample

T2

UCL= 20.51

0

500

1000

1500

2000

Date

T2

Ma

y

Ju

n

Ju

l

Au

g

Se

p

Oct

No

v

De

c

Fe

b

20

12

UCL= 20.54

10

02

00

30

04

00

OL

R (

gV

S/d

ay)

0 2000 4000 6000 8000

0

5

10

15

20

25

30

Hotelling Control Chart

Sample

T2

UCL= 27.85

0

500

1000

1500

Date

T2

Ma

y

Ju

n

Ju

l

Au

g

Se

p

Oct

No

v

De

c

Fe

b

20

12

UCL= 27.93

10

02

00

30

04

00

OL

R (

gV

S/d

ay)

Phase I (T² after outliers cleaning) Phase II (CSTR1)

Fig. 1. All the measured parameters are used for model building except pH. Phase I is performed with a

dataset issued from the cautiously fed control reactor (CSTR2). In phase II, an excessive number of

samples are interpreted as out-of-control situations even though the digestion process is not perturbed.

WRONG

INTERPRETATIONS!

The process is functional

(↑ daily biogas

production,↑[CH4],

pH~7).

Fig. 2. All the measured parameters are used for model building except pH. Phase I is performed with a

dataset combining mixed data from the 4 reactors. In phase II, the detected unusual events can be

related to real process dysfunction or real failures of the measurement system (cf. 2).

CORRECT

INTERPRETATIONS

Fig. 3. Phase I is performed with a dataset combining mixed data from the 4 reactors but only the

parameters measured in the gas phase are used. Phase II still provide correct interpretation of the

unusual events.

CORRECT

INTERPRETATIONS

RESULTS and DISCUSSION

1) Selection and optimization of the phase I data set (model

building)

2) Process control for 1 overfed reactor

(CSTR1)

0

500

1000

1500

2000

Date

T2

Ma

y

Ju

n

Ju

l

Au

g

Se

p

Oct

No

v

De

c

Fe

b

20

12

UCL= 20.54

10

02

00

30

04

00

OL

R (

gV

S/d

ay)

0

20

40

60

80

100

Date

CH

4 (

%)

Ma

y

Ju

n

Ju

l

Au

g

Se

p

Oct

No

v

De

c

Fe

b

20

12

02

04

06

08

01

00

CO

2 (

%)

4

5

6

7

8

9

Date

pH

Ma

y

Ju

n

Ju

l

Au

g

Se

p

Oct

No

v

De

c

Fe

b

20

12

1. 2.

3. 4.

5.

6.

7. • Event 1 and 6: A stirrer malfunction occurred causing an

important hydrogen production. Decomposition showed

that hydrogen concentration in the biogas was the

parameter responsible for the detected out-of-control

situation (Fig. 4).

• Event 2: An important foam generation caused a failure

of the gas sensors and required the disconnection of the

biogas analyser for maintenance.

• Event 3: Drift of CH4 and CO2 sensors.

• Event 4: H2S sensor was used to analyse a gas sample

extremely concentrated. The sensor stayed perturbed

during some hours after the measurement.

• Event 5: Unexplained hydrogen production peaks.

• Event 7: The reactor reaches an acidosis situation. The

first out-of-control samples are related to an unusual

relationship between CH4 and CO2 concentrations.

Highest T² values are related to increasing hydrogen

concentration.

t2 decomp ucl p-value

CH4 0,17 10,83 0,678

CO2 0,06 10,83 0,813

H2 374,20 10,83 0

Biogas sp. pr. 0,27 10,83 0,604

H2S 0,21 10,83 0,645

CH4 CO2 0,18 13,83 0,837

CH4 H2 374,49 13,83 0

CH4 Biogas sp. pr. 0,32 13,83 0,728

CH4 H2S 0,42 13,83 0,656

CO2 H2 378,67 13,83 0

CO2 Biogas sp. pr. 0,28 13,83 0,757

CO2 H2S 0,22 13,83 0,799

H2 Biogas sp. pr. 410,38 13,83 0

H2 H2S 384,72 13,83 0

Biogas sp. pr. H2S 0,59 13,83 0,556

CH4 CO2 H2 386,62 16,28 0

CH4 CO2 Biogas sp. pr. 0,32 16,28 0,810

CH4 CO2 H2S 0,55 16,28 0,650

CH4 H2 Biogas sp. pr. 422,83 16,28 0

CH4 H2 H2S 385,40 16,28 0

CH4 Biogas sp. pr. H2S 0,64 16,28 0,590

CO2 H2 Biogas sp. pr. 410,78 16,28 0

CO2 H2 H2S 395,40 16,28 0

CO2 Biogas sp. pr. H2S 0,60 16,28 0,616

H2 Biogas sp. pr. H2S 416,16 16,28 0

CH4 CO2 H2 Biogas sp. pr. 439,77 18,49 0

CH4 CO2 H2 H2S 422,20 18,49 0

CH4 CO2 Biogas sp. pr. H2S 0,79 18,49 0,533

CH4 H2 Biogas sp. pr. H2S 429,11 18,49 0

CO2 H2 Biogas sp. pr. H2S 418,73 18,49 0

CH4 CO2 H2 Biogas sp. pr. H2S 468,64 20,54 0

Combinations of variables

Fig. 4. Decomposition chart for event 1. All combinations of

variables including hydrogen are responsible for the alarm.

•Control charts were built using « MSQC » R package v1.0.1 (E. Santos-Fernandez)

•Decompositon chart were computed using « MYT » method (Mason et al., 1995)

CSTR1 CSTR3 CSTR4 CSTR2

T² T² OLR

OLR T² T²

T² T² OLR

CO2 CH4

pH

NB : data set used for phase I was described Fig. 3. pH of liquid phase is NOT included in the data sets.

• Hotelling’s T² control charts appear as an interesting tool for AD process monitoring. The study showed that it was possible to quickly detect out-of-control situations (related to both biological dysfunctions ant measurement system

failure) using only gas phase parameters to build the model.

• T² is a unique parameter => the charts are easy to read and the T² value can be easily used to trigger various events to inform the manager of the reactors (i.e. alarm signal).

• Using the data of a reactor that was cautiously and steadily fed to define the in-control situation of the process did NOT appear as the best option. It was shown as more efficient to add to the training data set the measurements from

overfed reactors. After cleaning of the outliers, the data set included more information on how the variables interact each others for a wider range of OLR values. Subsequent event detection was then more realistic.

• In this study, liquid phase measurements did not seem to provide important added-value to the process control tool, probably because of their low frequency of measurement compared to biogas parameters.

>

>

>

> > >

> > >

> > > > > >