A Practical Framework for Monitoring Large-Scale Data Pipelines and Recovering from Failures
DOI:
https://doi.org/10.70917/ijcisim-2026-4861Keywords:
Batch processing, data pipelines, dependency analysis, ETL, fault recovery, monitoring, observability, operational reliability, root cause analysis, schedulingAbstract
Enterprise data platforms run tens of thousands of scheduled jobs every day to feed operational, financial, and regulatory reporting. When these jobs fail, the failure is usually found late, after a business user notices a missing report. Worse, one upstream failure floods the operations team with hundreds of independent downstream alerts. Most monitoring watches infrastructure status rather than business impact, so teams cannot tell which failure to fix first. This paper presents a practical framework for monitoring large-scale data pipelines and recovering from their failures. The framework has six layers: job metadata collection, data standardization, a rule-based health evaluation engine, dependency-aware business-impact analysis, severity-based alert routing, and tiered recovery that retries transient failures automatically and escalates data and business-rule failures to people. The design is deliberately rule-based rather than model-driven, so that every decision is transparent and an operations team can maintain it. The framework was deployed on a de-identified production estate of more than 12,000 scheduled jobs processing several terabytes per day. In production it cut detection time from about 30 minutes to under 3, reduced mean time to recovery by about 55 percent, and lowered duplicate alerts by about 65 percent while raising service-level-agreement compliance from about 92 percent to over 98 percent. A reproducible reference implementation on a synthetic estate of the same size collapses 1,031 raw job alerts into 299 root-cause incidents, a 71 percent reduction, corroborating the production result. The framework is scheduler-agnostic and transfers to Airflow, Control-M, Azure Data Factory, and AWS Step Functions.