| Category |
NMEC M&V |
IPMVP Option C M&V |
| Purpose & Regulatory Alignment |
Primarily designed for utility energy efficiency programs and compliance (e.g., in California). Focuses on standardizing and automating meter-based savings claims. |
A global, non-prescriptive framework for quantifying energy and water savings. Used widely in Energy Performance Contracting (EPC) and by various government/utility programs. |
| Modeling Requirements |
Typically utilizes high-granularity interval data (e.g., hourly or sub-hourly) for modeling. Emphasizes highly specified, statistically rigorous, and often automated regression models to meet regulatory requirements. |
Uses utility meter data at a facility or sub-facility level, often monthly, but can use more granular data. Requires developing a multivariate regression model to relate energy use to independent variables. |
| Data Normalization & Adjustments |
Emphasizes comprehensive normalization using granular data to account for routine variables (e.g., weather, time of day). Non-Routine Event (NRE) adjustments are critical and follow specific, rigorous protocols. |
Normalizes for key, routine independent variables that affect energy consumption (e.g., weather). Requires adjustments for Non-Routine Events (NREs), which are defined and executed as part of the project’s M&V plan. |
| Use Cases |
- SMB behavioral and operational efficiency utility programs
- Pay-for-performance utility programs
|
- Large C&I facilities
- Deep retrofits with multi-measure projects
- Whole building savings verification for regulators
|
| Level of Complexity |
High/Moderate. Requires sophisticated data infrastructure and specialized, often standardized, software/algorithms. The M&V process itself may be automated, but setting up the standardized protocols and handling NREs requires high expertise. |
Moderate/High. Requires justification of independent variables, develops a statistically valid regression model, and defines/applies routine and non-routine adjustments. Complexity depends on data granularity and site variables. |