Literature DB >> 28459095

Experimental design data for the biosynthesis of citric acid using Central Composite Design method.

Anand Kishore Kola1, Mallaiah Mekala1, Venkat Reddy Goli1.   

Abstract

In the present investigation, we report that statistical design and optimization of significant variables for the microbial production of citric acid from sucrose in presence of filamentous fungi A. niger NCIM 705. Various combinations of experiments were designed with Central Composite Design (CCD) of Response Surface Methodology (RSM) for the production of citric acid as a function of six variables. The variables are; initial sucrose concentration, initial pH of medium, fermentation temperature, incubation time, stirrer rotational speed, and oxygen flow rate. From experimental data, a statistical model for this process has been developed. The optimum conditions reported in the present article are initial concentration of sucrose of 163.6 g/L, initial pH of medium 5.26, stirrer rotational speed of 247.78 rpm, incubation time of 8.18 days, fermentation temperature of 30.06 °C and flow rate of oxygen of 1.35 lpm. Under optimum conditions the predicted maximum citric acid is 86.42 g/L. The experimental validation carried out under the optimal values and reported citric acid to be 82.0 g/L. The model is able to represent the experimental data and the agreement between the model and experimental data is good.

Entities:  

Keywords:  Citric acid; Microbial production; Response surface methodology; Significant variables

Year:  2017        PMID: 28459095      PMCID: PMC5397574          DOI: 10.1016/j.dib.2017.03.049

Source DB:  PubMed          Journal:  Data Brief        ISSN: 2352-3409


Specifications Table Value of the data The data presented for the production of citric acid using the A. niger using the batch solid state fermentor. The significant factors which influence on the growth of the citric acid are given in Table 3 both the CCD regression model and experimental data.
Table 3

ANOVA and regression analysis.

SourceSum of squaresDfMean squareF-valueP-valueRemarks
Model56,935.14272108.7128.54<0.0001Significant
x16675.1516675.1590.35<0.0001
x253.92153.920.730.3964
x335.43135.430.480.4914
x43874.2613874.2652.44< 0.0001
x50.1110.111.426E-0030.9700
x657.37157.370.780.3818
x1x21.2111.210.0160.8987
x1x3311.601311.604.220.0445
x1x45341.1115341.1172.30< 0.0001
x1x545.44145.440.620.4361
x1x614.59114.590.200.6584
x2x34.7914.790.0650.7999
x2x458.93158.930.800.3755
x2x5181.051181.052.450.1229
x2x647.34147.340.640.4267
x3x4144.891144.891.960.1667
x3x511.56111.560.160.6939
x3x611.56111.560.160.6939
x4x50.3010.304.108E−0030.9491
x4x694.38194.381.280.2630
x5x60.1310.131.717E−0030.9671
x12992.381992.3813.430.0005
x2219.87119.870.270.6060
x32366.291366.294.960.0299
x42233.331233.333.160.0808
X5236.03136.030.490.4877
X6244.14144.140.600.4427
Residual4284.925873.88
Lack of Fit3862.524978.831.680.2055not significant
Pure Error422.40946.93
Corr Total61,220.0585
The data presented in the article is useful to the industry as well as researchers. The detailed data of CCD and experimental data are useful to researchers for the production of citric acid with other strains.

Data

Citric acid is one of the most important biochemical products that are extensively used in many industrial processes like in the food technology to various fields of chemical industry [1]. Citric acid is in highly demandable product. It is produced by the extraction of citrus fruits, chemical synthesis and fermentation. Due to the limited supply of natural citric acid, it is produced commercially by using A. niger from the fermentation process of bulk hydrated materials and the byproducts of sugar production [2], [3], [4], [5]. Citric acid is produced mainly by A. niger from the fermentation process [6], [7]. The growth and production rate of A. niger are very much affected by the medium composition, fermentation variables and stimulators. The worldwide demand for citric acid is increasing faster than its production and it requires more economical process models [3], [8]. The raw materials for citric acid production include; brewery wastes, corn starch, beet molasses, coconut oil, carob pod extract, glycerol date syrup, and pure sugars such as glucose and sucrose [9]. In addition to molds, several yeast strains are now known to produce large amounts of citric acid [10], [11]. The experimental plans were obtained from the Design expert soft ware. From that a set of combinations the experiments were performed. The experimental results were used to find a statistical mathematical model as a function of all the influenced factors or variables.

Experimental design, materials and methods

Materials and methods

A. niger NCIM 705 was purchased from National Chemical Laboratory, Pune, India. The substrate, sucrose, potato dextrose agar medium comprising dextrose, yeast extract and agar-agar for subculture preparation, growth medium consisting of glucose, NH4NO3, MgSO4·7H2O, KH2PO4, (NH4)SO4, Fe (SO4)2·24H2O and ZnSO4·7H2O, phenolphthalein indicator and 0.1 N NaOH for citric acid estimation [12] and di-nitro salicylic acid for sucrose estimation were procured M/s Hichem Chemicals, Warangal, India. Autoclave for sterilization of medium and fermentor, laminar flow chamber for inoculation and the glass fermentor of Scigenics India Ltd. make were used for experimentation.

Plackett–Burman design

The optimizations for the fermentation process are very important because of their influence on the economy and practicability of the process [13]. Plackett–Burman design is two level fractional factorial designs for N−1 variables in N experimental runs. The design considers only the main effects of the variables but not their interactive effects [14]. Citric acid yield is the response variable and the actual number of independent variables for the present system are eleven; initial sucrose concentration, methanol concentration, inoculums density, initial medium pH, spore age, stirrer rotational speed, incubation time, fermentation temperature, particle size distribution, oxygen flow rate and moisture content. Twelve experiments were recommended for eleven variables by Plackett–Burman design [15]. The twelve experiments were conducted accordingly to find the influence of each variable on the citric acid yield. If the variables have confidence levels greater than 95%, then their influence is more on the citric acid yield. From this design, it has been found that six most significant variables are namely initial sucrose concentration, initial medium pH, stirrer rotational speed, incubation time, fermentation temperature, and oxygen flow rate which strongly influence the citric acid yield.

Response Surface Methodology (RSM)

Response surface methodology is useful method for the modeling and analysis of all the industrial processes by using mathematical and statistical techniques. The output is influenced by various input variables. The main objective is to optimize the output by selecting the most significant variables which influence on the output or the response [15]. CCD method with most significant independent process variables (six variables) was used to find the effect of these variables on the yield of citric acid. From the CCD; sequential experiments are obtained for approximate information for testing the lack of fit [16], [17], [18], [19]. All the coded values are shown in Table 1. Hence the six factors investigated are initial sucrose concentration (X1), initial medium pH(X2), stirrer rotational speed(X3), incubation period(X4), fermentation temperature(X5), and oxygen flow rate(X6).
Table 1

Range of parameters selected for optimization.

ParameterCodeUnitsLowHigh
Initial sucrose concentrationx1g/L80(−1)200(+1)
Medium Phx25.0(−1)7.0(+1)
Stirrer speedx3rpm170(−1)310(+1)
Incubation periodx4days1(−1)10(+1)
Fermentation temperaturex5°C28(−1)32(+1)
Oxygen flow ratex6lpm0.5(−1)2.5(+1)

Experimental data

Experimental setup and procedure

The pure culture of A. niger NCIM 705 was procured and preserved in a refrigerator by periodic subculture on potato dextrose agar medium. A fermentor capacity of 1.2 L contains a standard control and instrumentation panel. It was cleaned with pure water after that sterilized in an autoclave for 20 min. The sterilized fermentor was placed in the main assembly. The water as well as O2 is supplied by the tube connections. A 25% of sucrose solution was taken. After adding 35 mL of 1 N H2SO4, it was boiled for half an hour, cooled, neutralized with lime water and was left overnight for clarification. The clear supernatant liquid was diluted to 15% sucrose level. The solution and growth medium were sterilized, inoculated and the mixture was kept in an incubator for 24 h. The prepared culture was poured into the fermentor in the first run; thereafter the fermentor was put into operation for 7 days for batch operation [12].

Analysis

All the samples were collected from the fermentor periodically for every 24 h and analyzed for sucrose, biomass and citric acid using standard analytical methods [20], [21].

Statistical analysis

The Pareto analysis was used for the selection of a minimum number of tasks that gives a significant overall effect. The Pareto chart used for the contributory effect of each variable on citric acid fermentation. After selecting the significant parameters; the CCD method used to find the effect of each significant parameter on the citric acid yield. A total of 86 sets of experiments were suggested by CCD with 79 being the combinations of the actual level of experimental variables while the remaining 7 were replications at the central points. The experiments were conducted as per the CCD method, to estimate the amount of citric acid produced. The experimental and predicted values of citric acid and the respective residual errors are shown in Table 2.
Table 2

Design of experiments with experimental and predicted values of CA produced.

Run no.x1x2x3x4x5x6Experimental citric acidPredicted citric acidResidual value
g/Lrpmdays°Clpmg/Lg/L
18051701280.516.525.364−8.864
28051701282.517.524.014−6.514
3200517010282.546.150.184−4.104
420051701280.52223.249−1.249
580717010280.515.317.875−2.575
6200531010280.563.462.0251.375
780717010322.526.218.5427.643
820053101322.52020.538−0.538
980531010282.510.410.865−0.465
1020071701280.517.817.7810.019
118053101320.518.418.1600.240
1280517010322.56.610.553−3.953
1380717010282.520.815.1085.692
1420051701322.519.517.4202.054
1520073101282.52122.701−1.701
168073101320.518.419.964−1.564
178053101280.51918.0630.937
18200517010320.546.347.639−1.331
1914062405.5301.59581.99213.008
2014052405.5301.59578.20416.796
2114062405.5301.58581.9923.008
228071701282.52021.437−1.437
238051701322.517.520.995−3.495
2480731010282.510.813.220−2.420
258073101282.518.213.5304.670
2680731010322.51019.947−9.947
2714072405.5301.55080.012−30.012
28200531010282.552.556.028−3.528
2914062405.5300.567.278.625−11.455
3020062405.5301.56571.665−6.665
3114062405.5301.59581.99213.008
3214061705.5301.56468.875−4.875
3320073101322.522.426.333−3.933
3480531010320.517.218.593−1.393
3514062405.5301.59381.99211.008
368053101282.518.215.0133.165
37200531010320.562.858.4764.324
3820073101280.522.820.4012.399
3920071701320.52317.9425.058
4020071701322.52422.1201.880
418051701320.52422.1671.833
428073101280.51913.1405.860
4320071701282.522.721.7810.919
4420053101280.52224.774−2.774
4580517010320.517.516.5820.918
4614062405.5301.59381.99211.008
4720051701282.527.723.8093.891
4814062405.5301.59581.99213.008
4914063105.5301.56270.341−8.341
50200717010322.545.652.058−6.489
518071701322.522.725.146−2.446
52200731010322.58862.28925.711
53140624010301.57079.770−9.770
5414062405.5281.57378.068−5.068
5580731010320.528.424.2364.164
56200517010280.558.654.4814.119
5780531010280.52018.7721.228
58200717010282.551.151.994−0.894
5914062405.5301.58381.9921.008
60200731010280.56461.4902.510
61200731010320.564.264.668−0.468
6280531010322.510.410.864−0.464
6380517010282.521.213.8477.403
64200717010320.54252.737−10.737
658073101322.519.820.533−0.733
6614062405.5321.57078.148−8.148
6720073101320.522.423.855−1.455
6880731010280.514.417.688−3.288
6914062405.5302.57576.761−1.761
708053101322.519.415.2884.152
718071701320.526.522.8783.622
7220053101282.52323.634−0.634
73200731010282.55558.933−3.933
74200531010322.54552.656−7.656
758062405.5301.54551.551−6.551
768071701280.521.619.3462.268
7714062405.5301.58381.9921.008
7814062405.5301.58981.9927.008
7914062401301.56164.446−3.446
8020051701320.52016.6823.318
8114062405.5301.57581.992−6.992
82200717010280.55952.8526.148
83200517010322.543.443.519−0.136
8480717010320.526.621.1315.469
8520053101320.51621.500−5.500
8680517010280.516.920.054−3.154

Analysis of variance (ANOVA)

Table 3 shows the ANOVA results and regression analysis. The probability test values (P-values) less than 0.0500 indicates that the model terms are more significant on the citric acid yield. The higher the F value; better is the certainty, that the factors explain adequately the variation in the data about its mean and that the estimated factor effects are real. The ANOVA of the regression model demonstrates that the model is highly significant as is evident from a very high value of F (28.54) and a very low value of P (<0.0001). Based on p-value, it can be stated from the above Table 3 that initial sucrose concentration (X1), incubation time (X4), combined effect of initial sucrose concentration and stirrer rotational speed (X1 X3), combined effect of initial sucrose concentration and incubation time (X1 X4), square of the initial sucrose concentration and square of the stirrer rotational speed are significant model terms. Values greater than 0.1000 indicate that the model terms are not significant. F-value of 1.68 implies that the Lack of Fit is not significant relative to the error. There is a 20.55% chance that a large lack of fit F-value could occur due to noise. Non-significant lack of fit is desirable if the model is to be fit and it is true for the present study from the above Table 3. The predicted R2 is in reasonable agreement with the adjusted R2 (0.8974). It indicates that, the mathematical model is very reliable for the prediction of citric acid yield.

The RSM curves

The citric acid yield response surface figure is shown in the Fig. 1. It gives the information that the yield of citric acid with initial concentration of the sugar and pH of the medium, the other variables are speed of 240 rpm, incubation time of 5.5 days, temperature of 30 °C and oxygen flow rate of 1.5 lpm. The maximum citric acid concentration is 86 g/L found at a pH of 6.26 and initial sucrose concentration of 140 g/L. The experimental citric acid yield obtained the present study is 82 g/L.
Fig. 1

Yield of citric acid as a function of initial sucrose concentration and medium pH, while other four variables were kept constant at 240 rpm, 5.5 days, 30 °C and 1.5 lpm.

Fig. 2 shows the citric acid yield with respect to medium pH and stirrer speed and the other parameters are sucrose concentration of 140 g/L, incubation time of 5.5 days, temperature of 30 °C and oxygen flow rate of 1.5 lpm. The maximum predicted citric acid yield is 86 g/L.
Fig. 2

Yield of citric acid as a function of medium pH and stirrer speed, while the other four variables were kept constant at 140 g/L, 5.5 days, 30 °C and 1.5 lpm.

Subject areaBiology
More specific subject areaMicrobial biosynthesis
Type of dataTable, text file, graph, figure
How data was acquiredAnalytical method
Data formatAnalyze
Experimental factorsDetermination of the yield of Citric acid
Experimental featuresThe sterilization for fermentation experiment was carried out for 25% sucrose solution by supplying the water and oxygen to the feremetror. After adding the nutrients, clear supernatant liquid was diluted to 15% sucrose level. The solution and growth medium were sterilized. The prepared culture was poured to fermentor and thereafter fermentation experiments were carried out for different operating conditions.
Data source locationData of experimental and model provided inTable 2.
Data accessibilityData provided in the article
  3 in total

1.  Metabolism of citric acid production by Aspergillus niger: model definition, steady-state analysis and constrained optimization of citric acid production rate.

Authors:  F Alvarez-Vasquez; C González-Alcón; N V Torres
Journal:  Biotechnol Bioeng       Date:  2000-10-05       Impact factor: 4.530

2.  Citric acid production by a novel Aspergillus niger isolate: II. Optimization of process parameters through statistical experimental designs.

Authors:  Walid A Lotfy; Khaled M Ghanem; Ehab R El-Helow
Journal:  Bioresour Technol       Date:  2007-02-20       Impact factor: 9.642

Review 3.  On the safety of Aspergillus niger--a review.

Authors:  E Schuster; N Dunn-Coleman; J C Frisvad; P W M Van Dijck
Journal:  Appl Microbiol Biotechnol       Date:  2002-06-25       Impact factor: 4.813

  3 in total

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