Skip to content

A framework for identifying turbulence periods with the relative financial Reynolds number: case study on six construction projects

Aug 2026 · Engineering Construction and Architectural Management · 0 citations · 32 references

Abstract

This study proposes a framework for identifying financial turbulence in construction project cash flows using the Relative Financial Reynolds Number (Re(t)). Inspired by fluid mechanics, the indicator captures transitions between stable, high-risk, and turbulent financial regimes and provides an early-warning mechanism for identifying liquidity stress in construction projects. Daily cash flow data from six residential construction projects in Izmir, Türkiye, were analyzed. The Relative Financial Reynolds Number was calculated as the ratio between cumulative cash flow and its daily rate of change, following an analogy derived from Bernoulli-type financial flow models. Financial regimes were classified using statistical boundaries based on the mean and standard deviation of Re(t). The empirical performance of the indicator was evaluated through ROC analysis, lead-time analysis, and Monte Carlo simulation. The results show that Re(t) captures financial turbulence periods more sensitively than conventional S-curves. ROC analysis yielded AUC values between 0.49 and 0.78 across projects, with a pooled AUC of 0.64, indicating moderate classification capability. Lead-time analysis suggests that turbulence signals appear approximately 2–3 weeks before liquidity stress events on average. Monte Carlo simulations further indicate a 60-day stress probability ranging between 0.75 and 0.90 across projects. The empirical analysis is limited to six projects within a single national context. Future research should test the model across different countries and project types and explore additional statistical validation techniques to strengthen the theoretical foundations of the approach. The six-project analysis demonstrates that Re(t), compared to conventional S-curves, more distinctly differentiates stable periods, risk clusters, and extreme turbulence regimes. It provided early indications of the impact of macroeconomic shocks (interest rate hikes, currency crises, political transitions) on project financing, while also capturing legal, parcel-based, and site-specific disruptions directly in the time series. As such, Re(t) functions as an effective early-warning mechanism for project managers, offering insights that cumulative S-curves alone cannot provide. These results strongly support the study’s main hypothesis that Re(t) serves as a more sensitive and responsive indicator of financial risks in construction projects. The primary contribution is the demonstration of the applicability of Re(t), derived from a hydraulic analogy, to project finance. This approach enables project managers to monitor not only cumulative progress but also daily volatilities and critical boundary exceedances. Thus, Re(t) can serve as a signal detection mechanism contributing to risk management.Secondly, project managers should integrate Re(t) into daily or weekly reporting to detect risks more quickly. Re(t) boundary exceedances should be carefully monitored, especially during interest rate shocks, currency crises, and liquidity shortages. Integration of the Re(t) algorithm into project finance software could facilitate practical applications. The study introduces an interdisciplinary analytical framework that connects fluid mechanics and construction finance. By conceptualizing cash flow dynamics through the Relative Financial Reynolds Number, the proposed method provides a practical early warning tool for monitoring financial turbulence in construction projects.

View source

Similar papers

Review Open access 2023

A New Approach to Correlate Heat Transfer Data for Turbulent Flow in Smooth Pipes Based on Generalization of Reynolds Number

This paper shows that the conventional Reynolds number has a clear physical meaning only for laminar, hydraulically developing or unsteady flow, while the generalized Reynolds number is physically meaningful for both laminar and turbulent regimes; the two Reynolds numbers coincide only in case of laminar flow. A review...

B. Jaćimović, Srbislav Genić · 0 citations
Open access Aug 2026

Evaluation and Prediction Methods for a Steel Company Using Six Sigma Metrics, Capability Indicators, and Markov Chains

The operational dynamics of the steel industry constitute one of the work systems with the highest severity and accident rates. To address this, this research multidimensionally evaluates and stochastically predicts the preventive capability of the safety system in a steel plant. Using a quantitative, evaluative, and l...

T. F. Fontalvo Herrera, Enrique J. Delahoz-Domínguez, Neiser Rodelo Barrios · 0 citations
Conference Aug 2026

Correlation-Based Estimation of Condensate Yield from Downhole Fluid Gradient

Evaluation of investment opportunities in gas developments requires comprehensive subsurface data analysis and integration to quantify both value potential and associated risks. A critical element in such evaluations is the estimation of condensate yield, expressed as the Condensate–Gas Ratio (CGR), which supports th...

D. Alaigba, E. C. Kalu, O. Ezeaneche · 0 citations
#diffusion models Open access Oct 2026

Development of Reynolds-number-based Correction Factors for Low Specific-speed Centrifugal Pumps Using Energy Loss Analysis

Accurate prediction of centrifugal-pump performance under viscous operating conditions remains challenging, particularly for low specific-speed pumps operating at low Reynolds numbers. This study develops a Reynolds-number-based correction-factor framework derived from a physically based energy-loss analysis. The metho...

A. K. Omar, A. Khaldi, A. Ladouani et al. · 0 citations
Conference Open access Jul 2026

Reliability Analysis of Rolling Bearings Using a Weighted Nonlinear Mixed-Effects Degradation Model

Reliability assessment of rolling element bearings is critical for the predictive maintenance of industrial rotary machinery.This study proposes a Quadratic-Exponential Weighted Model (QEWM) based on Nonlinear Mixed-Effects (NLME) to characterize the degradation process of bearings. Utilizing the IMS Bearing Dataset (S...

HUNG-TSE Hsu, CHENG-JYUN Shih · 0 citations

Related blog posts

Microsoft Research Blog Oct 12, 2026

Simulating student learning for better AI tutoring

StudentSim is a research system for evaluating and improving AI tutoring tools before they are tested with learners. It models how individuals may engage with tutors, giving feedback to improve tutor performance across subjects like chess, writing, and mathematics. The post Simulating student learning for better AI tutoring appeared first on Microsoft Research.

MIT News · Artificial Intelligence Oct 2, 2026

Documenting the tech worker movement

Writing as a participant and researcher, PhD student JS Tan SM ’22 has co-authored a new book about the rise of tech worker protests and the employer backlash that followed.

MIT News · Artificial Intelligence Oct 2, 2026

Documenting the tech worker movement

Writing as a participant and researcher, PhD student JS Tan SM ’22 has co-authored a new book about the rise of tech worker protests and the employer backlash that followed.

We use cookies to run the site and, with your consent, for analytics and to show ads. See our Cookie Policy.