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Article

Project Management Efficiency Measurement with Data Envelopment Analysis: A Case in a Petrochemical Company

by
Marilia Botelho Coelho
,
Daniel Pacheco Lacerda
,
Fábio Antonio Sartori Piran
,
Débora Oliveira da Silva
and
Miguel Afonso Sellitto
*
Production and Systems Graduate Program, University of Vale do Rio dos Sinos, Avenida Unisinos 950, São Leopoldo 93022-180, Brazil
*
Author to whom correspondence should be addressed.
Appl. Syst. Innov. 2024, 7(1), 2; https://doi.org/10.3390/asi7010002
Submission received: 7 October 2023 / Revised: 14 December 2023 / Accepted: 19 December 2023 / Published: 22 December 2023

Abstract

:
The research question this study poses is how to measure the efficiency of project management activities. The purpose of this article is to quantify the efficiency of the execution of a project portfolio managed by a project management office (PMO) structure. The research subject is a PMO operating within a petrochemical manufacturing company in southern Brazil. The research method is quantitative modeling. The study employed data envelopment analysis (DEA) to calculate the relative efficiencies of projects in three classes according to complexity over a period of four years. Each project is a decision-making unit (DMU), as required by the DEA procedure. One novelty is the calculation of cost- and time-weighted efficiency values, which slightly differ from the average. The main results indicate that the average efficiency for classes of projects roughly stands between 40 and 80%. The results also indicate a learning process guided by the PMO, as the average efficiency increased over three years in two classes of projects, according to the prioritization imposed by the office. The study also pointed out that the most influential variables in determining project efficiency are accuracy in meeting deadlines and the time planned for completion. The most important implication is that, from now on, the company has a theoretical foundation to justify focusing further efforts on reducing and controlling time to completion, not only cost and scope conformity, to increase overall project efficiency. Future research should prioritize investigating management techniques that increase the likelihood of completing projects within their deadlines.

1. Introduction

One crucial facet of effective project management involves quantifying efficiency in attaining goals [1]. Achieving this objective often demands adept management of intermediate project stages and milestones, encompassing inter-team communication, task scheduling, resource utilization efficiency, compliance, and the conformity of results [2].
Project management (PM) activities aim to minimize unexpected impacts associated with typical management uncertainties, exploit opportunities for lower costs, expedite critical tasks, and ensure adherence to deadlines and scope, all while staying within the established budget [3]. Handling multiple factors is a multifaceted and intricate undertaking, given the inherent uncertainty, the array of adverse factors that can impede task progress, and, especially in the context of advanced manufacturing systems, the rapid technological changes that can influence pivotal decisions, making it challenging to establish a repository of historical data [4]. One of PM’s core objectives is to effectively steer projects while aligning them with the company’s operational strategy [5].
Manufacturing companies engaged in complex projects often establish a dedicated organizational unit solely focused on project management, known as the Project Management Office (PMO). The PMO’s primary role encompasses critical project functions, including defining governance protocols, resource allocation planning, and assessing interim and overall outcomes [6]. Additionally, the PMO is responsible for adhering to business constraints [7] and ensuring alignment with the operational strategy [8]. Companies that adopt a PMO-type structure tend to achieve heightened efficiency in project execution [9].
Authors like [7,10,11,12] delve into aspects related to project efficiency. Assessing a project’s efficiency involves considering the resources employed during execution and the outcomes achieved upon completion compared to the optimal utilization of resources and the maximal output generation benchmark. However, such comparative assessments encounter limitations because benchmarking analyses are typically external, involving comparisons with similar projects carried out by competitors [13]. An appealing alternative is internal benchmarking, where projects executed by the same organization are compared [14]. In internal benchmarking, each project led by the Project Management Office (PMO) is a decision-making unit (DMU) for comparisons with other projects sharing similar attributes, either over time or longitudinally. Data Envelopment Analysis (DEA) evaluates a DMU, such as companies or projects, by employing multiple inputs and outputs, which facilitates the identification of best practices and promotes organizational learning [15].
A Scopus database search in October 2023 yielded 5935 articles, published between 2017 and 2023, containing the phrase “project management efficiency” in both the title and as a keyword. Subsequently, a second search identified only three articles during the same period in the same database, featuring “project management efficiency” in the title and the keyword “efficiency.” These findings suggest that examining efficiency in project execution within the domain of PM still needs to be explored in existing research. This is the research gap the study aims to bridge. The research question posed is how to measure the efficiency of PM activities. The purpose of this article is to quantify the efficiency of the execution of a project portfolio managed by a project management office (PMO) structure. The research subject is a PMO operating within a petrochemical manufacturing company in southern Brazil. The research method is quantitative modeling.
The remainder of this article is structured as follows: it begins with a comprehensive review of theoretical perspectives on efficiency assessments, followed by an explanation of the methodological procedures employed. Subsequently, the article presents the results, discusses the findings, and concludes with final remarks.

2. Efficiency in PM: The PMO

The PMO is an organizational unit responsible for centralized and coordinated project management that carries out distinct functions and performs specific roles in PM [16], adapting its structure to the overall organizational framework [17]. Refs [18,19] shed light on the evolving roles and changing responsibilities of PMOs over time. Additionally, [20] emphasizes the PMO’s crucial role in facilitating knowledge transfer among similar projects. By operating centrally, the PMO plays a pivotal role in fostering the exchange of insights among stakeholders. According to [21], a PMO model can take on different forms, serving as a service provider, a control center, or a management partner. In summary, the PMO can be categorized as an entity that offers various services, ranging from maintaining standardization systems to resource management, all with the overarching objective of supporting executive management and bolstering the project portfolio [22].
According to [23], the earliest implementations of PMO in companies date back to the early 1990s. [22] point out that the majority, approximately 65%, of the implementations encountered during the study occurred after the 2000s. Consequently, uncertainties persist regarding the methods and techniques available for centralizing PM activities [24]. Centralized PM activities in PMO-type entities can be a critical success factor in projects, given their ability to standardize procedures and focus on objectives linked to deadlines, costs, and scope compliance. Another critical success factor in PM is the PMO’s position in the organizational structure, which must be autonomous and cross-functional to be effective [25].
Assessing and managing the efficiency of PMOs can play a pivotal role in enhancing project outcomes. PMOs with a higher efficiency index yield improved compliance with deadlines, costs, and scope, enhancing overall project effectiveness [26]. When strategically positioned, the PMO enhances results [27] and fosters organizational learning [28]. This improvement results from acquiring superior knowledge, implementing standardized processes, and enhancing training. As [29] emphasized, there should be seamless integration between success factors and governance. Despite the acknowledged necessity of efficiency control, the existing literature, according to [30], has predominantly focused on PMO functionalities rather than tangible outcomes. Another gap in the literature pertains to uncertainties surrounding the significance of PMOs [31] and the integration of multiple roles [32]. A recent gap relates to the ambiguity surrounding the decision-making processes within PMOs [16].
To characterize the evaluation variables of a PMO, one must first discern how the PMO operates within each organization [7]. By establishing measurable parameters and metrics, the PMO can showcase its efficiency [33], overseeing performance in every activity and project phase. With a comprehensive view of project management, the PMO can pinpoint efficiencies at various process stages. Practical and significant results, considering both internal and external environmental variables, can contribute to managing the PMO’s efficiency. Internal variables can be managed within the system’s control, while external variables, often referred to as natural states, remain beyond management’s influence and are contingent upon external forces, such as market dynamics and economic growth [34]. Typically, a PMO succeeds in reducing project duration and costs while simultaneously maintaining scope and expected quality [35]. It also advances project management maturity within organizations [36]. Assessing a PMO’s impact on project efficiency can deliver quantitative and qualitative benefits, which requires comprehension of the context in which the PMO operates and its evolving maturity level. This understanding helps define how a PMO engages in projects, consequently affecting its efficiency and, by extension, the project’s efficiency [37].
In the context of PM, the literature highlights efficiency in several areas, such as execution, organization, PMO functions, portfolio, and communication efficiency. In particular, it is feasible to identify a correlation between the PMO and the efficiency of the project portfolio. As a company’s portfolio expands, its management extends its involvement in projects, and the PMO can offer support in defining objectives and delivering results about efficiency [34]. For example, [10,34,38] evaluate project efficiency and show benefits such as return on investment, cost reduction, and increased accuracy.
There are various PMO typologies and functionalities, encompassing practical and theoretical approaches that involve implementing project management procedures and standards for practices and documents [32]. Adhering to such standards contributes significantly to project success [24]. Table 1 outlines and synthesizes the PMO’s multiple expected roles and functionalities retrieved from the literature reviewed.

3. Methodology

The research method was quantitative modeling (Lacerda et al., 2013). The research object focused on the project portfolio of a petrochemical company located in southern Brazil over the past seven years. Longitudinal analyses are a necessary condition for the application of internal benchmarking [50]. The company boasts more than 8000 employees, 36 industrial units (29 in Brazil, 5 in the United States, and two in Germany), and offices and commercial bases across the Americas, Europe, and Asia. The annual revenue is USD 5 billion (USD 1 = BR$ 4.89, the Brazilian currency, on 3 November 2023). On average, the company maintains a project portfolio of USD 105 million. Since 2018, a tactical and operational PMO for PM has been in place within the company. Tactical PMO refers to the processes and methods of implementation, while operational PMO pertains to project results [43]. Based on the level of PMO performance, measurable parameters and criteria in the form of metrics can be established to identify the influence of the PMO on project efficiency [47].
Figure 1 presents the methodology and the outcomes of each stage.
The projects range from class I to IV, depending on the complexity (class I embraces the less complex projects, according to the value and number of agents involved; the more agents, the greater the complexity). The research considered class II, III, and IV projects, as no class I or V projects were concluded during the period. The company also classifies the projects into SHE (safety, health, and environment), PI (profitability increase), and RM (reliability management). SHE projects focus mainly on managing safety issues on the shop floor [51], energy recovery and renewable energy sources, and the reuse and exchange of materials and energy among companies [52]. PI projects focus mainly on profitability increases through new sources of revenue and cost reductions in processes [53]. RM projects focus mainly on retrofitting [54] and overhauling critical equipment [55].
The intensity of involvement of the PMO depends on the project classification: the higher the class, the greater the number of deliverables. Each level of maturity requires specific documents and analyses according to their complexity, size, and characteristics. Deliverables are mandatory documents released by the PMO. In addition, the PMO is also responsible for communicating about investments, adjustments, and improvements to the investment management software, planning the project portfolio, and closing the qualitative and quantitative results of completed projects, among others. Table 2 displays the number of deliverables according to class and degree of project maturity.

The DEA Model

Each project is a DMU, which includes 49 class II, 54 class III, and 25 class IV projects, totaling 128 DMUs. Individual variable data per project for the DEA was retrieved from the project management system database between January 2015 and December 2021. The type of DEA was constant returns to scale (CRS) with output orientation. The efficiency levels were estimated assuming constant returns to scale (CRS), given the comparability of projects in terms of size. This is inherent in internal benchmarking. In an output-oriented approach, the emphasis is placed on optimizing output levels given a set of inputs. Consequently, this analysis provides insights into the extent to which the project management office (PMO) should have enhanced the performance of each project. Such an approach should produce internal benchmarks for any project. The specific project characteristics determine the extent to which inputs can be modified, which often leaves little room for input adjustments. Therefore, opting for Constant Returns to Scale (CRS) is the more effective strategy for improving performance by enhancing outcomes without compromising income. The model follows Equations (1)–(3).
M i n   h 0 = i = 1 n v i x i 0 j = 1 m u j y j 0  
subject to:
i = 1 n v i x i k j = 1 m u j y j k 1 , k  
u j 0 , j
v i 0 , i
where:
h 0 = 1 / e f f 0
v i = weight calculated for the input i, i = 1, … n.
u j = weight calculated for the output j, j = 1, … m.
x i 0 = quantity of the input i for the DMU under analysis.
y j 0 = quantity of the output j for the DMU under analysis.
x i k = quantity of the input i for DMU k, k = 1, … N.
y j k = quantity of the output j for DMU k, k = 1, … N.
N = number of DMUs under analysis.
n = number of inputs.
m = number of outputs.
The professionals listed in Table 3 supported the development of the DEA model.
The model was developed through two focus group sessions conducted by one of the researchers at the company’s headquarters. During the first session, the researcher gathered comments and feedback from the participants and then compiled the results. In the second session, the researcher presented the model to the participants, who accepted it and confirmed that there was enough data to proceed with the research. As inputs to the model, participants emphasized the importance of the cost and time expected to complete the project (input01 and input03) and the complexity indicated by the number of agents who must interact (input02 and input04). As outputs of the model, participants pointed out cost compliance (output01), the success rate in meeting deadlines (output02), and the absolute time until the end of projects (output03). Table 4 showcases the model.

4. Results

Table 5 shows the efficiencies calculated by the free software SAGEPE for the entire set of projects (one project, one DMU). The analysis discarded projects finished before 2018, as the PMO was not fully activated, and many projects were conducted by a different method. Appendix A shows the gains for the variables of all the DMUs.
An Analysis of Variance (ANOVA) test is useful to determine if there are significant differences in the average efficiencies, which can also be useful in project management [63,64,65]. This test involves multiple comparisons among treatment groups to ascertain whether the set of samples exhibits significant differences in means. Since Fcritical < Fscore and p-value < 0.05, there is at least one significant difference among the average efficiencies, which supports the statement that efficiency varies according to the service provided by the PMO. Table 6 shows the ANOVA test.
Figure 2 highlights average project efficiencies by year and by class.
The efficiency increased until 2020 for classes II and IV but not for class III, reflecting the strategic choices of the PMO. The class II projects are simple and require less managerial effort, while failure in the more challenging class IV projects could jeopardize future revenues. Therefore, the PMO focuses on expediting simple projects and does not take risks with expensive or revenue-focused projects. Given the wrong results in class III, by the end of 2020, the PMO management had decided to prioritize such a class, which was reflected in the 2021 results.
To assess the appropriateness of average efficiency in project control, this study also computed efficiencies weighted by cost and time. The rationale behind employing weighted indicators lies in the fact that maintaining cost efficiency, often associated with low-cost projects, holds less significance than achieving an intermediate efficiency level in high-cost projects. The same principle applies to project completion time. While a short, high-efficiency project can help mitigate resource idleness in critical areas, a large project with intermediate efficiency has the potential to reduce more idle hours. Hence, considering both cost and project completion time may be relevant in evaluating the implications of efficient management. Equations (4) and (5) below depict cost and time efficiency, respectively.
E f f c w = e f f i . C i C i
E f f t w = e f f i . T i T i
where:
Effcw and Efftw = cost- and time-weighted efficiencies;
Ci and Ti = cost and time to completion of the ith project;
ΣCi and ΣTi = total cost and total time to completion of all the projects.
Table 7 presents the weighted and average efficiencies for the different classes.
Notably, Class II and IV exhibited a major disparity between average and cost-weighted efficiency. In Class II, projects with higher costs received lower priority, leading to a 4.8 percentage point difference below the average. Conversely, in Class IV, the PMO prioritized projects with larger budgets, resulting in a positive difference of 9.5 percentage points, which was an outcome that made sense. Appendix B shows the entire calculation for weighted efficiencies.
Table 8 presents the partial success rate of projects by class, showing the absolute number and the percentage of projects that finished on time and at the expected cost.
It is interesting to note that the greater the class (and the value), the greater the percentage on time, which reflects the initial prioritization given by PMO to class IV projects. The low accuracy in cost in class IV projects highlights that on-time performance is achieved, jeopardizing cost. Regarding the cost, class II is significantly more accurate than the other classes due to such projects’ low complexity and uncertainty.
Another issue is the relationship between the type and class of the project and its efficiency. Table 9 shows the characteristics of the class II projects located in the lower and upper quartiles (LQ and UQ) of efficiency (respectively under 25% and above 75% thresholds).
Class II has no PI projects in the lower quartile, while nine of the twelve projects (75%) regard RM. This result may be associated with organizational strategy since projects to increase profitability require significant investments, usually more than USD 10 million. Such projects add financial resources, requiring detailed financial analysis and more rigorous monitoring, which implies more care from the PMO. Additionally, the PMO supports the publication of financial results, analyzes the results achieved throughout the project’s life cycle, and calculates the financial performance, balancing benefits and investment. As the projects are more straightforward, the PMO succeeds in managing them. In the upper quartile, there are four RM projects, developed mainly to be implemented during the shutdown of the industrial plant for regular maintenance. As the fulfillment of the downtime is crucial for the plant’s productivity, these projects resulted in high efficiency given the strict control exercised by the PMO. SHE projects a swing between the lower and upper quartiles. In class III, many PI projects (70%) lie in the upper quartile for the same reason: the need for stricter control by the PMO. As the complexity and the need for control increase, 30% of projects are less efficient. The four high-efficiency RM projects are also linked to plant shutdowns for maintenance, which forces more accurate time control. In class IV, SHE projects present a balance between high and low efficiency. PI projects are situated more in the low-efficiency quartile. The increasing complexity forces the PMO to make riskier decisions and deal with more uncertainty, reflecting lower efficiency. Finally, RM projects have higher than average efficiency in this class. The reason is that, in this range of high investment value, a large part of the projects is linked to purchasing new equipment, which requires more management efforts, as they can be reflected in the loss of new revenue opportunities.
Table 10 presents correlation analyses for each class of projects, which is a useful tool for performance evaluation [66]. Bold highlights indicate moderate or strong correlations, while underlined highlights point to weak or very weak correlations with efficiency.
Correlation and benchmark analysis complement each other. The second one highlights the key variables that have the greatest impact on efficiency, while the first identifies the DMUs that should serve as a reference for guiding future initiatives. The two reference variables for the three classes are Output02 and Output03, respectively, the disparity between the project’s actual and initially planned completion date and the planned period required for the project. Synthesizing, the variables with the most significant positive influence on efficiency are Output2 and Output3. Hence, forthcoming initiatives should concurrently emphasize greater accuracy in meeting deadlines and reducing the estimated time to completion.

5. Conclusions

This research contributes to knowledge by examining PM efficiency. This discussion holds significance for project managers as it aids in the identification of variables that exhibit a stronger correlation with project efficiency. These identified variables can then be the focal point of future improvement initiatives in PM practices.
Within the academic domain, this research enhances our comprehension of project portfolio management processes. Unlike many existing studies that primarily concentrate on factors such as costs, time-to-completion, and adherence to project scope, this study delves into the intricacies of project complexity. Moreover, it is outstanding for investigating the interplay between project performance, PMO strategic decisions, project classifications, and complexity. To the best of our knowledge, based on a review of recent literature, no prior research has established a correlation between efficiency outcomes and the complexity of projects in conjunction with the PMO’s activities.
Comparing the conclusions drawn in this study with findings from existing literature yields insights. [67] examined the role of active PMOs in 35 companies, specifically in relation to project performance metrics encompassing time, cost, and scope. The study revealed that the attainment of targets in these dimensions (time, cost, and scope) was less dependent on the PMO’s activities. Instead, the research suggested that PMOs wielded a more pronounced influence on project maturity, portfolio value, and the achievement of strategic objectives. [5] introduced a model for assessing PMO efficiency within the software industry, employing a multicriteria approach. The study scrutinized project efficiency while interlinking it with PMO activities. It is worth noting that this study relied solely on practitioners’ viewpoints, thus introducing a degree of uncertainty into the analysis.
From a theoretical perspective, this research offers a valuable contribution by presenting an evaluation model that encompasses novel variables, extending beyond the conventional aspects of scope, cost, and time. Notably, it factors in parameters such as the number of interfaces and specialties involved. The outcomes of this study pinpoint the most proficient DMUs, serving as internal benchmarks to guide the management of forthcoming projects and shape strategies for enhancement. It is worth highlighting that the analysis highlights 35 out of 124 benchmark projects, underscoring the company’s substantial pool of high-performing projects that can provide valuable insights for strategic decision-making in future endeavors.
From a managerial perspective, this research supplies pertinent information concerning the efficiency outcomes of each project. This evaluation takes into account the PMO’s performance in relation to the project’s maturity level, class, and distinctive characteristics. Consequently, it facilitates the formulation of a strategy centered around benchmark projects and project efficiency. This, in turn, empowers the PMO to make informed decisions and take targeted actions in areas where further improvement is required, ultimately ensuring superior project outcomes.
The results confirm that Class IV projects, characterized by their extensive scope, increased deliverables, and heightened demand for PMO engagement, consistently yield superior efficiency averages throughout the entire study period. Notably, projects aimed at reducing equipment downtime and value-adding projects exhibit enhanced efficiency. This enhancement is attributed to the PMO’s dual role as a standardizer and advisor, directly impacting deliverables across project classes. Enhanced efficiency is particularly pronounced when the PMO takes a more active role and collaborates closely with project teams, as observed in Class IV projects. In summary, the strategic decisions made by the PMO have a positive impact on project outcomes throughout their lifecycle, resulting in improved efficiency.
The primary limitations of this study include: (i) focusing only on a single industrial plant, which precluded replication of results across different international industrial facilities; and (ii) excluding routine maintenance projects and projects involving simple purchases (class I). Such an omission could potentially impact and skew the results of the DEA model. For further research, it would be beneficial to replicate the evaluation using the internal benchmarking method employed in this study. Additionally, external benchmarking could be conducted across various international industrial facilities within the company under examination. Such an approach could help in identifying best practices that would positively influence the PMO’s effectiveness. Finally, future research should prioritize investigating management techniques that increase the likelihood of completing projects within their specified deadlines.

Author Contributions

Conceptualization, M.B.C. and D.P.L.; methodology, F.A.S.P.; software, M.B.C. and F.A.S.P.; validation, D.O.d.S., F.A.S.P. and M.A.S.; formal analysis, F.A.S.P.; investigation, M.B.C.; resources, D.P.L. and M.A.S.; data curation, F.A.S.P.; writing—original draft preparation, M.B.C.; writing—review and editing, M.A.S.; visualization, D.O.d.S.; supervision, D.P.L.; project administration, D.P.L.; funding acquisition, D.P.L. and M.A.S. All authors have read and agreed to the published version of the manuscript.

Funding

This research is funded by CAPES, FAPERGS, and CNPq, Brazilian research agencies, under grant numbers 88887.343299/2019-00 (CAPES), 22/2551-0000625-6 (FAPERGS), and 311924/2020-4 and 303496/2022-3 (CNPq), respectively. The APC was funded by co-author M.A.S.

Data Availability Statement

Data are contained within the article.

Conflicts of Interest

The authors declare no conflict of interest.

Appendix A

Table A1. Gains for Class II projects.
Table A1. Gains for Class II projects.
DMUInput01Input02Input03Input04Output01Output02Output03
1-------
2-------
300005.77−49.46−0.04
40000000
50571.75035.281246.99−8415.89216.19
60000000
71.5038.63068.85501.26−842.20122.19
8001.6703699.62−401.5137.98
91.36466.13001034.80−1501.66300.78
100000000
111.0000172.151.625.46−1945.4196.49
122.360001560.01−1083.4389.33
130.50584.060110.052150.24−7184.99212.97
1400001406.77−17.630
1500002135.2900
160289.241.930240.36−17,328.950
1700032.372196.42−1055.730.96
18000.810781.24−6786.10114.40
190000000
2001380.590.1504082.66−2510.22262.08
211.00251.790111.092214.93−4365.94142.80
22000.5202313.48−464.06170.21
230.270003137.11−4430.648.19
2400002062.92−170.480
250320.222.5401548.27−11,592.41134.84
260000000
2700003682.39−73.7434.41
280000000
2900002145.660.5544.77
3000001345.51−67.3019.44
3100001903.05−1341.033.44
321.6701.8401200.07−2548.6478.71
330000000
340.70194.1001.62810.07−5905.0190.35
350000000
360000000
370111.860.2701178.82−319.2591.74
380.31136.741.340128.41−289.358.55
391.5303.2424.061026.76−9039.3571.75
4000019.742688.52−1444.5181.02
4100002129.94−86.6011.30
420261.001.040426.04−5028.6615.27
431.500087.53336.05−987.4738.37
44000.6502874.74−561.43196.39
450422.791.5501835.61−2571.7789.04
4601056.74016.350−6297.241.09
470000000
4800002546.70−2505.4995.90
4900002419.11−234.6846.48
Table A2. Gains for Class III projects.
Table A2. Gains for Class III projects.
DMUInput01Input02Input03Input04Output01Output02Output03
1-------
2-------
300.423018.990−1153.23−103.66113.94
46835.880.4601.25−3985.28−711.51746.03
50000839.02−2114.01503.34
67682.834.9103.83−1401.25−182.120
70000000
80000000
92749.390.9800−550.77−313.23302.11
1001.72888.290.53−1226.74−390.47229.33
110000NANANA
1203.2639.970.50−4190.59−58.684.15
1303.19849.173.89−839.32−504.36368.91
143048.722.3500.04−524.55−488.89300.92
1502.93739.972.64−1359.73−538.79380.95
167537.613.1402.59−7834.91−83.984.21
1704.78407.615.78−3443.28−170.230
1802.03283.740.83−837.22−349.3035.61
19286.121.8501.65−830.85−375.95345.43
2003.19461.993.940−330.770
21000018.38−25.7841.47
222601.860.3700.12−952.90−460.57358.25
230000−4436.820273.82
240000−320.820137.58
2502.97332.710.90−813.84−171.02123.29
265658.110.3200−4554.500195.12
2702.292583.571.20−1776.73−273.2330.38
2803.73944.602.58−180.68−256.72161.69
291560.170579.890−1470.07−289.94250.50
30448.811.3202.05−2332.93−614.48612.90
3101.52705.961.66−4684.83−332.24122.58
328547.821.2500.09−2224.91−608.94308.89
330000000
348973.582.8801.93−2422.78−173.9628.63
359925.021.4000.10−860.21−423.79349.88
361406.752.5601.79−4329.26−96.4192.98
370000−526.45−27.71247.72
3801.31129.040.17−956.46−286.4716.35
390000−19,835.83−48.40246.69
403919.241.8002.12−3959.68−209.443.50
4102.10270.751.06−709.23−315.710
4204.99692.972.96−1237.72−153.73124.62
431528.401.3502.99−1435.26−643.34465.90
4403.55874.873.93−5433.56−54.2996.29
450000−0.34−191.41427.00
460000000
4701.91279.380.65−1645.34−527.99549.42
48936.681.2702.28−2448.52−237.73178.59
490000148.50−460.96192.65
500000−1895.18−56.15404.31
510000−261.92−1094.77410.80
528760.071.6000.36−1497.24−309.97167.68
530000231.07−1739.67624.21
5402.31804.374.11−208.77−311.7282.82
Table A3. Gains for Class IV projects.
Table A3. Gains for Class IV projects.
DMUInput01Input02Input03Input04Output01Output02Output03
10000000
20000−240.390373.44
30000−4358.580535.83
4000027.76−28.6443.00
5000040.510246.86
6000000274.54
7000000196.61
80000−65.340213.74
90000−13.79035.87
100000−1842.230244.98
110000000
12000000598.75
130000000
140000000
15001180.470−0.01−24.47719.58
160000−59.84−64.0773.72
170000000
180000−2177.1769.43237.59
190000000
200000000
210002.06−146.62−232.3413.56
220000−428.240246.19
230000−223.86−166.01288.18
240000−13,035.160319.57
259800.40003.44−591.99−86.16169.02

Appendix B

Table A4. Average and weighted efficiencies for class II projects.
Table A4. Average and weighted efficiencies for class II projects.
DMUEffCost (R$M)Eff.CiTime (Days)Eff.Ti
1-----
2-----
37.6%18701422640.46
44.4%31631408200.22
5100.0%1583158315254.00
639.4%317412527181.18
744.5%12135397031.33
857.0%4712696852.28
911.5%269030915050.57
10100.0%193319338984.00
1177.6%142911109033.11
1222.8%12002737691.14
1371.4%1463104518433.57
1431.7%10373292951.27
1550.1%304215237343.00
16100.0%169316936006.00
1757.8%331219159632.89
18100.0%106510655643.00
19100.0%211021102925.00
2069.1%18412728922.76
21100.0%20220210954.00
2281.3%2451991.0341.63
2340.6%15866447792.44
2411.6%10161185180.46
2599.8%1204120211204.99
2667.5%385626045942.03
2768.4%149810246594.10
28100.0%128212824902.00
2945.8%11985494631.83
3069.3%179912464144.16
3146.3%16597688081.39
3238.5%198764851.54
33100.0%3783378314993.00
34100.0%91914083.00
3517.9%320657224660.36
366.0%29321764560.18
3712.9%210527210350.39
384.4%24471075370.13
39100.0%2322322615.00
4083.3%5034209372.50
4166.8%169711346632.00
42100.0%4434434992.00
4357.4%11696714261.72
4445.2%121554915941.81
4586.8%1577136919874.34
46100.0%3302330222884.00
47100.0%3060306016372.00
4823.3%14613407751.16
4931.4%19976279391.26
Effic.60.6% 55.8% 63.3%
Table A5. Average and weighted efficiencies for class III projects.
Table A5. Average and weighted efficiencies for class III projects.
DMUEffCost (R$M)Eff.CiTime (Days)Eff.Ti
1-----
2-----
331.9%149047535721139
45.8%12,136699149286
516.8%19903342519423
683.6%87117285303253
7100.0%44724472471471
8100.0%3434846846
915.7%392861543969
1034.3%19556701478507
110.0%5273032680
1243.3%31511364799346
1321.3%19424141471314
1441.6%45991912523217
1524.3%23615731473357
1625.7%14,07936241597411
17100.0%18781878911911
1861.6%1468905744458
1913.3%196126051869
2082.8%619512736609
2192.1%15241404633583
2228.4%46431318632179
2313.1%15822071385181
2459.5%60183579470279
2519.9%1014202629125
26100.0%87168716930930
2750.6%187995131191578
2823.3%7071651187277
2927.5%400611011275350
308.1%3928316102583
3133.3%496216551987663
3248.7%13,02663431255611
33100.0%801801875875
3423.7%11,0892629550130
3533.6%11,5383872534179
3611.9%54296431001119
3739.4%12,19047991319519
3872.9%14881084575419
39100.0%12,71412,71430633063
4016.3%840013671089177
4138.3%1045400565217
426.7%125283104169
4330.5%41691272834254
441.6%533184217234
456.5%6931449145294
46100.0%48274827902902
474.1%2629108107444
4819.2%3646700724139
49100.0%6246624638643864
5021.8%1993434943205
51100.0%1904190411331133
5161.3%10,5566471562344
53100.0%16651665923923
5454.6%10025471141623
Effic.45.2% 43.6% 43.2%
Table A6. Average and weighted efficiencies for class IV projects.
Table A6. Average and weighted efficiencies for class IV projects.
DMUEffCost (R$M)Eff.CiTime (Days)Eff.Ti
1100.0%17,30017,30015001500
235.5%459616341000355
32.6%183347158241
4100.0%15,72015,72018111811
559.8%387623171305780
640.1%29101167765307
738.7%1086420751291
824.5%1475361603148
988.3%18761656519458
1043.3%18,57580471239537
11100.0%11,80011,800858858
1229.7%10,7363189630187
13100.0%1939193916331633
14100.0%13,38313,383706706
1514.1%858312072307324
16100.0%1428142811251125
17100.0%18201820842842
18100.0%38,06338,063479479
19100.0%753753678678
20100.0%180180153153
2157.6%59983458849489
2259.1%37932243621367
2332.4%15465011271412
24100.0%19,11619,11622722272
2552.3%14,64576601014530
Effic.67.1% 76.5% 65.2%

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Figure 1. Methodology.
Figure 1. Methodology.
Asi 07 00002 g001
Figure 2. Average efficiencies by classes over the years.
Figure 2. Average efficiencies by classes over the years.
Asi 07 00002 g002
Table 1. Expected roles and functionalities of a PMO.
Table 1. Expected roles and functionalities of a PMO.
Functionalities of A PMOReferences
Administrative support, information and knowledge management, and training.[15,39]
Monitoring and controlling project efficiency, developing skills and methodologies, managing multiple projects, strategic management, and organizational learning.[40]
Service, control, and partnership management.[21,36]
Development of project management methodologies, tools, software, knowledge, and lessons learned; training and development of PM skills; mentoring and coaching in PM; human resources governance and development; project monitoring and control; portfolio management, information regarding strategic planning; customers, suppliers, and contract management interfaces. [41]
Provide functions and services, maintenance of the standardization system, resource use management, support for execution, and project portfolio management.[22]
Be a center of excellence in PM and implement practices, methodologies, and strategic choices.[42]
Support and control of project execution[35]
Develop and implement global PM methodologies, policies, standards, and reports for the company.[43]
PMOs enhance the achievement of strategic plans.[44]
Organizational structure to support PM, establish standardization, and manage efficiency in PM, delivering value and quality and meeting customer expectations.[11]
Coordination and boosting innovation and change in PM, and identification of innovation opportunities for PM efficiency.[45]
Facilitator for generating and sharing learning in projects.[28]
Improve the knowledge management infrastructure with regard to practice management and technical support. [46]
Define the direction and objective of the flow of knowledge and governance, and act within and among three hierarchical levels: operational, PMO, and management.[47]
Classify the functions into three groups: benchmarking best practices, project management compliance, and project governance.[48]
Knowledge intermediary between and among projects.[20]
Intermediary functions in knowledge transactions within and among different organizational levels.[16]
Optimize activities, processes, procedures, and documentation; support the PM database; and manage projects, providing resources and experience.[22,25]
Identify 60 roles within the seven functions of the PMO: knowledge management, support, strategic, project performance, governance, innovation, and organization performance enabler.[49]
Table 2. Deliverables according to class and maturity.
Table 2. Deliverables according to class and maturity.
Maturity
ClassIIIIIITotal
II 1 1
III 6 6
IV1618
Table 3. Professionals’ qualifications.
Table 3. Professionals’ qualifications.
FunctionYears in the CompanyDegree of Study
Planning Analyst15Administration
Enterprise Engineer4Mechanical engineering
Enterprise Engineer4Mechanical engineering
Portfolio Engineer12Mechanical engineering
Venture Coordinator22Mechanical engineering
Portfolio and PMO Coordinator16Oil and gas engineering
Venture Manager20Electrical engineering
Table 4. The DEA model.
Table 4. The DEA model.
TagVariableDescriptionUnitReference
Input01Project valueFID (Final Investment Decision) approvalBR$[11,56]
Input02Number of interfacesMaintenance, Operation
Automation, Logistics, Laboratory, Enterprise, SHE, Process
Number[11,23,57];
Input03Project timeNumber of days from project opening to delivery to the area responsibleMounts [57,58];
Input04Number of specialtiesElectrical, Civil, Mechanical, Piping Instrumentation,
Automation, Process
Number[37,57,59];
Output01Cost adherenceDifference from the planned FIDBR$[26,60,61]
Output02Projects on timeDifference between actual and planned completionDays[33,62]
Output03Time to completionNumber of days from start to completionDays[33,62]
Table 5. Relative efficiency of projects.
Table 5. Relative efficiency of projects.
Class II Class III Class IV
DMUYearEfficiencyDMUYearEfficiencyDMUYearEfficiency
12017-12015-12018100%
22017-22017-2201836%
320188%3201832%320183%
420184%420186%42018100%
52018100%5201817%5201860%
6201839%6201884%6201840%
7201844%72018100%7201839%
8201857%82018100%8201924%
9201911%9201816%9201988%
102019100%10201834%10201943%
11201978%1120180%112019100%
12201923%12201943%12201930%
13201971%13201921%132019100%
14201932%14201942%142019100%
15201950%15201924%15202014%
162019100%16201926%162020100%
17201958%172019100%172020100%
182019100%18201962%182020100%
192019100%19201913%192020100%
20201969%20201983%202020100%
212019100%21201992%21202058%
22201981%22201928%22202059%
23201941%23201913%23202132%
24201912%24201959%242021100%
252020100%25201920%25202152%
26202068%262019100%
27202068%27201951%
282020100%28201923%
29202046%29201927%
30202069%3020208%
31202046%31202033%
32202039%32202049%
332020100%332020100%
342020100%34202024%
35202118%35202034%
3620216%36202012%
37202113%37202039%
3820214%38202073%
392021100%392020100%
40202183%40202016%
41202167%41202038%
422021100%4220207%
43202157%43202131%
44202145%4420212%
45202187%4520216%
462021100%462021100%
472021100%4720214%
48202123%48202119%
49202131%492021100%
50202122%
512021100%
52202161%
532021100%
54202155%
Average 61% 45% 67%
Table 6. ANOVA test for average project efficiency.
Table 6. ANOVA test for average project efficiency.
Source of VariationSSdfMSFscorep-ValueFcritical
Among groups1.0920.544.680.0113.07
Within groups14.61250.12
Total15.7127
SS = sum of squares; df = degrees of freedom; MS = mean squared.
Table 7. Comparison among efficiencies.
Table 7. Comparison among efficiencies.
ClassAverage EfficiencyCost-Weighted EfficiencyTime-Weighted EfficiencyDifferences
(Percentage Points)
II61%55.8%63.3%4.8−2.3
III45%43.6%43.2%1.52.0
IV67%76.5%65.2%−9.51.9
Table 8. Projects on time and at the expected cost.
Table 8. Projects on time and at the expected cost.
Projects
ClassAverage Value (BR$M)TotalOn-TimeAt Expected Cost
II17434925(51%)34(69%)
III45985436(66%)30(55%)
IV81212517(68%)14(56%)
Table 9. Number of projects in LQ and UQ of efficiency according to the type of project.
Table 9. Number of projects in LQ and UQ of efficiency according to the type of project.
ClassSHE ProjectsPI ProjectsRM Projects
LQUQLQUQLQUQ
I340449
II423764
II455125
Table 10. Correlation analysis.
Table 10. Correlation analysis.
Class EfficiencyInput01Input02Input03Input04Output01Output02
IIInput01−0.174
Input02−0.131−0.002
Input030.1170.188−0.083
Input040.0060.0210.540.005
Output010.2950.017−0.1260.1760.004
Output020.3940.171−0.1830.3020.135−0.076
Output030.3460.2720.0980.029−0.0440.116−0.01
IIIInput01−0.088
Input020.014−0.045
Input03−0.1510.105−0.213
Input04−0.029−0.1110.736−0.176
Output010.3140.339−0.0530.26−0.074
Output020.2080.126−0.2210.078−0.2640.017
Output030.620−0.0750.236−0.2240.2520.079−0.397
IVInput010.220
Input020.0110.131
Input030.0460.079−0.072
Input04−0.1740.1060.640−0.191
Output010.2800.3190.0070.406−0.121
Output020.4920.045−0.1250.199−0.135−0.069
Output030.6230.2630.204−0.0330.1540.0590.20
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Coelho, M.B.; Lacerda, D.P.; Piran, F.A.S.; Silva, D.O.d.; Sellitto, M.A. Project Management Efficiency Measurement with Data Envelopment Analysis: A Case in a Petrochemical Company. Appl. Syst. Innov. 2024, 7, 2. https://doi.org/10.3390/asi7010002

AMA Style

Coelho MB, Lacerda DP, Piran FAS, Silva DOd, Sellitto MA. Project Management Efficiency Measurement with Data Envelopment Analysis: A Case in a Petrochemical Company. Applied System Innovation. 2024; 7(1):2. https://doi.org/10.3390/asi7010002

Chicago/Turabian Style

Coelho, Marilia Botelho, Daniel Pacheco Lacerda, Fábio Antonio Sartori Piran, Débora Oliveira da Silva, and Miguel Afonso Sellitto. 2024. "Project Management Efficiency Measurement with Data Envelopment Analysis: A Case in a Petrochemical Company" Applied System Innovation 7, no. 1: 2. https://doi.org/10.3390/asi7010002

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