---
title: Distributed Capacity Procurement — Municipal Utility Case Study — Sparkfund
description: Discover how Sparkfund's Distributed Capacity Procurement model delivers utility-grade power to data centers, creating capacity, enabling rapid deployment and delivering significant economic benefits for municipal utilities and communities.
---

[![Sparkfund](https://sparkfund.com/hubfs/Resources_Sparkfund%20Brand/Logos/Logo_Color.png)](https://sparkfund.com/data-center-case-study#)

[DCP Explained](https://sparkfund.com/data-center-case-study#dcp) [Business Case](https://sparkfund.com/data-center-case-study#business) [Assessment](https://sparkfund.com/data-center-case-study#phases) [Economics](https://sparkfund.com/data-center-case-study#economics) [Resiliency](https://sparkfund.com/data-center-case-study#resiliency) [Scenarios](https://sparkfund.com/data-center-case-study#scenarios) [Roadmap](https://sparkfund.com/data-center-case-study#roadmap) [Next Steps](https://sparkfund.com/data-center-case-study#nextsteps) Case Study

Distributed Capacity Procurement · Case Study

# What a DCP Deployment *Looks Like*: 75 MW, Municipal Utility, 24 Months

A comprehensive assessment across 9 substations and ~60 candidate sites, showing how Sparkfund's Distributed Capacity Procurement delivers utility-grade power to a data center customer while creating lasting grid and community value for the municipal utility.

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Recommended Deployment Capacity

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Grid Value to the Municipal Utility (75 MW)

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Maximum Deployment Potential

The Product

## Utility-Grade. Accredited. On the Distribution Grid.

This isn't demand response. It isn't behind-the-meter. It's **front-of-the-meter battery storage** — utility-owned assets, integrated with DERMS, ADMS, and SCADA, dispatched from the control room, and accredited as capacity on the utility's resource plan. **The kind of capacity that counts.**

⚡ DCP BESS — How It Works

![DCP BESS — How It Works](https://sparkfund.com/hubfs/New%20Website%20Assets%202026/DCP_Transmission_Distribution_Infographic%20(1).gif)

🛡️

Accredited capacity that counts on the stack

DCP batteries qualify for capacity accreditation in the markets where utilities need it most. **The capacity you fund shows up on the utility's resource plan, in regulatory filings, and on the transmission operator's stack.** Bankable. Visible. Real.

📍

Deployed where the grid is constrained

Sparkfund's proprietary host network spans thousands of pre-vetted commercial and industrial sites nationwide — **mapped to where the grid is constrained and where large load is growing.** We don't start from zero. Deployments start fast and finish strong in any geography. **Targeted siting means capacity lands exactly where it supports new large-load customers, not just where land is cheap.**

⚖️

Ownership structured for your balance sheet

The DCP model supports multiple ownership structures: utility-owned, large-load customer paid, or third-party infrastructure capital owned. **The right structure depends on your regulatory market, financing preferences, and long-term capacity strategy** — we help you navigate the options.

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![How a 4-Hour Battery Supports an 8,760-Hour 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)

How a 4-Hour Battery Supports an 8,760-Hour Load

How a 4-Hour Battery Supports an 8,760-Hour Load

DCP batteries do not serve the data center directly. They **shave peaks off distribution feeders**, taking the load off the transmission system during critical hours.

DCP batteries are **~2 MW avg size and SCADA-enabled**, giving them high-speed, secure monitoring and control capabilities across a wide range of points.

This **creates headroom on the transmission corridor**, allowing the data center's flat, constant demand to slot in faster — improving total available capacity.

Distributed batteries don't power the data center. They clear the peaks to create headroom.

![The Ready-to-Go National Host 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)

Sparkfund's Ready-to-Go National Host Network

The Ready-to-Go National Host Network

**We don't start from zero.** We maintain a national network of hosts with hundreds of pre-agreed, vetted sites ready for battery deployment.

**Advantage compared to utility scale:** No multi-year site acquisition process. Low barrier to interconnection and permitting — ready to deploy now.

**Strategy:** Sites are mapped to transmission corridors serving data center load. We deploy capacity exactly where the grid needs it to power new large load customers.

**A head-start advantage:** Pre-vetted host relationships give deployment a head start — skipping years of site acquisition and negotiation that would delay any utility-scale alternative.

🏭

Distributed Architecture

1–3 MW batteries sited at commercial, industrial, and municipal buildings across the service territory — no single point of failure, resilient by design.

⚡

4-Hour Dispatch Capability

Each BESS provides 4-hour discharge capability timed to evening demand peaks — exactly when the transmission corridor is most constrained. SCADA control enables precise, grid-synchronized dispatch.

📡

Utility-Coordinated Control

All batteries operate under a coordinated dispatch agreement with the municipal utility, ensuring grid stability, FERC compliance, and seamless integration with the transmission operator's operations.

Financial Rationale

## The Business Case for DCP

Sparkfund's turnkey DCP model offers a compelling cost structure compared to alternatives — with the data center customer funding deployment capital and the municipal utility capturing permanent grid and community benefits.

### Three-Scenario Deployment Pricing

| Deployment | Capacity | Cost per MW |
| --- | --- | --- |
| Conservative | 50 MW / 200 MWh | ~$2.15M |
| **Recommended** | **75 MW / 300 MWh** | **~$2.10M** |
| Full Buildout | 150 MW / 600 MWh | ~$2.05M |

**Scale Economics:** Per-MW cost declines with deployment size as templatized designs, aggregated equipment procurement, and shared mobilization costs are spread across more capacity. All-in pricing includes equipment, labor, balance-of-system, staffing, and contingency.

### Alternative Path Comparison

| Alternative Path | Est. Cost | Timeline |
| --- | --- | --- |
| New high-voltage transmission line | $400–600M | 5–7 years |
| Major substation upgrade | $150–250M | 5–7 years |
| **DCP Deployment (75 MW)** | **~$158M** | **18–24 months** |

**Speed Advantage:** DCP deploys in 18–24 months — 3–5× faster than transmission alternatives — while delivering equivalent or greater grid relief and 20 years of ongoing grid services value.

3–5×

Faster Than Alternatives

DCP deploys in 18–24 months versus 5–7 years for new transmission infrastructure — giving the data center immediate grid capacity headroom.

$300M+

Infrastructure Cost Avoided

DCP avoids the need for a new high-voltage transmission line or major substation upgrade — a cost that would otherwise fall on utility ratepayers.

20 yr

Long-Term Value Capture

DCP assets provide ongoing grid services and community resilience benefits over a 20-year operating life — not just during the data center construction window.

How the Sparkfund Model Drives Down Costs

### Six Structural Advantages Over Conventional Development

Sparkfund's DCP model eliminates costs unavoidable in traditional utility-scale development — translating directly into a lower all-in price per kilowatt deployed.

![](data:image/png;base64,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)

Eliminates Fee Stacking

Sparkfund's integrated model collapses developer, EPC, and O&M margins into a single transparent fee — removing hundreds of dollars per kW in duplicated markups.

![](data:image/png;base64,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)

Efficient Risk Allocation

Risk is allocated to the party best positioned to manage it — eliminating contingency premiums that inflate 3rd-party bids at every layer.

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Retention of Unused Contingency

Unused contingency reserves are returned to the customer — not retained as profit — aligning incentives toward efficient execution.

![](data:image/png;base64,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)

Templatized Project Design

Reusable engineering templates across 49+ sites dramatically reduce per-site design costs. First site sets the template; every subsequent is a variation, not a redesign.

![](data:image/png;base64,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)

Transparent Vendor Competition

Open competitive bidding across qualified BESS vendors drives equipment pricing down. Aggregated volume across multiple programs creates additional leverage.

![](data:image/png;base64,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)

Optimized Working Capital Cost

Milestone-based payments match capital deployment to progress — minimizing interest carry and the financing premium in lump-sum structures.

### DCP vs. 3rd-Party Developer — Cost per kW (75 MW)

| Cost Component | 3rd-Party Developer | Sparkfund DCP | Savings |
| --- | --- | --- | --- |
| BESS Equipment | $1,188/kW | $1,058/kW | −$130 |
| Labor & Balance of System | $813/kW | $608/kW | −$205 |
| Prime Contractor Fees | $500/kW | $208/kW | −$292 |
| Staffing & Management Fees | $0/kW | $164/kW | +$164 |
| Taxes, Interconnect & Permitting | $86/kW | $70/kW | −$16 |
| **All-In $/kW** | $2,586/kW | $2,108/kW | 18%+ savings |

Pricing based on RFI responses. Final pricing subject to final scope, vendor selection, and permitting outcomes.

Site Assessment Results

## Grid Analysis & Site Development Findings

Sparkfund conducted a rigorous two-track assessment across the municipal utility's full commercial and industrial building stock — evaluating electrical capacity, structural viability, host interest, and permitting readiness at ~60 candidate locations.

Grid Analysis Substation Capacity & Site Identification

**Grid Analysis Objective:** Determine available hosting capacity at each of the municipal utility's 9 distribution substations and identify candidate host sites with sufficient electrical and structural capacity for BESS installation.

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Substation Survey

Mapped all 9 utility substations. Reviewed one-line diagrams, transformer ratings, available feeder capacity, and interconnection headroom to establish hosting limits at each node.

![](data:image/png;base64,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)

Host Site Identification

Identified ~60 commercial, industrial, and municipal buildings within each substation's service territory. Evaluated building size, roof/parking structure, electrical service level, and load profile fit.

Preliminary Sizing

Estimated available BESS capacity at each site based on available space, electrical interconnection options, and structural constraints. Matched to substation hosting limits.

### Grid Analysis: Hosting Capacity Potential

Sparkfund modeled three capacity scenarios at each substation — Static (conservative), Dynamic (with BESS dispatch), and N-1 Flexible (max with protection upgrades) — to determine deployable MW without transmission investment.

Inputs

Load growth + planning criteria · SCADA load profiles · Equipment ratings

Municipal Utility · Regional Public Power Agency · Independent Grid Analytics Firm · Sparkfund

Modeling

Baseline loading assessment · BESS sizing & dispatch methodology

Outputs

Hosting capacity by scenario · Distribution deferral · Additional capacity unlocked

| Substation | Static (MW) | Dynamic (MW) | N-1 Flexible (MW) |
| --- | --- | --- | --- |
| **Substation A** | 12 | 18 | 62 |
| **Substation B** | 0.0 | 0.0 | 21 |
| **Substation C** | 5 | 12 | 12 |
| **Substation D** | 7 | 12 | 28 |
| **Dedicated Data Center Substation** | N/A | N/A | N/A |
| **Substation E** | 8.0 | 8.0 | 8.0 |
| **Substation F** | 2 | 7 | 7 |
| **Substation G** | 7 | 9 | 9 |
| **Substation H** | 8.0 | 9 | 9 |
| **TOTAL** | 50 MW | 75 MW | 150 MW |

50 MW

Static — Conservative

Assumes charging at peak demand. Lowest execution risk.

75 MW ← Recommended

Dynamic — Recommended

Assumes charging during low demand. Basis for recommended deployment plan.

150 MW

N-1 Flexible — Maximum Potential

Requires protection and DERMS upgrades. Informs long-term potential.

---

Site Development Site Assessment & Conceptual Designs

**Objective:** Analyze an initial portfolio of potential project sites beginning at the substation level and further vetted select sites during an in-person visit to create a shortlist.

🔍

Screened

Reviewed available data at the substation level — including hosting capacity, feeder topology, and site density — to identify and prioritize candidate locations across the service territory.

🏗️

Assessed

Conducted on-site visits to a select group of priority locations. Reviewed service entrance conditions, available ground and structure space, zoning context, and evaluated host organization willingness to participate.

📋

Designed

Developed conceptual layouts for BESS equipment placement at a subset of shortlisted sites, covering equipment footprint, clearance requirements, maintenance access, and security considerations.

### Portfolio Development Methodology

Site Development converted substation hosting capacity data into a construction-ready portfolio through a five-stage funnel — progressively narrowing from ~200 candidate locations to 4 vetted, deployment-ready sites.

![](data:image/png;base64,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)

Step 1

Substation Locations

Map all 9 utility substations and service territory boundaries.

![](data:image/png;base64,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)

Step 2

Substation Targeting

Prioritize by hosting capacity, constraint severity, and site density.

![](data:image/png;base64,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)

Step 3

Site Viability

Screen ~200 candidates for structural, electrical, access, and zoning fit.

![](data:image/png;base64,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)

Step 4

Site Shortlist

Narrow to ~40 sites with host interest and clear interconnection pathway.

![](data:image/png;base64,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)

Step 5

Shortlist Vetted

Conceptual design, LOI execution, and utility pre-application for 4 sites.

### Site Readiness Results — Priority Site Portfolio

| Site Archetype | Substation | Type | Capacity | Interconnect | Battery Placement | Host Status | Ready for Deployment |
| --- | --- | --- | --- | --- | --- | --- | --- |
| Urban Commercial Host | Substation A | Commercial | 1 MW | Secondary | Parking lot | Network Host | ✓ Yes |
| Suburban Commercial Host | Substation D | Industrial | 2 MW | Primary | Fields | Network Host | ✓ Yes |
| Municipal Vacant Parcel | Substation F | Municipal | 3 MW | Primary | Fields | Utility partner | ✓ Yes |
| Large Industrial Host | Dedicated Substation | Industrial | 5 MW | Primary | Fields | Network Host | ✓ Yes |

Four representative site archetypes — spanning urban commercial, suburban commercial, municipal vacant parcel, and large industrial — were selected from the Site Development funnel for full conceptual design. These archetypes validate design patterns across the 1–5 MW range that can be replicated across the broader portfolio.

### Site Readiness Indicators

Grid Capacity Headroom

75 MW available under normal operating conditions; 150 MW with additional upgrades

Physical Hosting Capacity

~150 MW of physical hosting capacity identified across assessed properties

Site Quality (Drive-By)

69% of assessed sites rated Medium or High potential for deployment

Design Readiness

4 sites with complete conceptual designs across the 1–5 MW range

Interconnection Cost

Minimal interconnection costs confirmed with utility officials

Operational Model

Normal control environment; no DERMS implementation required

**Summary:** A rigorous assessment confirmed both the grid capacity and the site-level feasibility to deploy 75 MW of distributed capacity on a 24-month timeline.

Community Resilience

## Beyond Grid Services: Community Protection

The DCP BESS fleet delivers more than grid economics — it provides critical backup power for community infrastructure that protects lives and livelihoods during grid outages and emergencies.

![](data:image/png;base64,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)

Resiliency Use Case

Water Pumping Stations

Host

Municipal Vacant Parcel

BESS Size

1 MW / 4 MWh

4-hour backup capacity

Backup Duration

18–20 hrs

Continuous pump operation

Annual Savings

~$35k

Diesel generator displacement

The BESS ensures uninterrupted water supply during grid outages — replacing diesel generators and eliminating fuel logistics. Critical for public health and fire suppression during extended emergencies.

![](data:image/png;base64,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)

Resiliency Use Case

Community Church

Emergency Load

50 kW critical

Cooling, heating, comms

BESS Size

2 MW / 8 MWh

Full emergency capacity

Backup Duration

150 hrs

Extended shelter operations

Resiliency Value

~$5k

Per emergency event

The church serves as a designated community emergency shelter. BESS-backed power supports cooling/heating, emergency communications, coordination, and extended community refuge operations well beyond standard generator limits.

![](data:image/png;base64,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)

Community-Scale Impact

The DCP BESS fleet provides a distributed resilience layer across the service territory — ensuring water supply, emergency shelter, and community coordination remain operational during the grid events that matter most.

Economic Impact

## The DCP Program Delivers Extraordinary Economic Value

Across all value streams — grid services, speed-to-power, and community resilience — the DCP program creates hundreds of millions of dollars in measurable economic value for the data center customer, the municipal utility, and the region.

$0M

Grid Value to the Municipal Utility

75 MW recommended deployment over 20 years

$0M+

Speed-to-power Value for the Data Center Customer

Accelerated data center buildout vs. transmission wait

$0M

Total Grid Value at 150 MW

Full buildout over 20-year program life

### Grid Value Breakdown (75 MW Recommended Deployment)

Energy Arbitrage (charging off-peak, discharging peak) $0

Transmission Constraint Relief (avoided curtailment) $0

Distribution Capacity Deferral $0

Resilience & Reliability Value (avoided outage costs) $0

Speed-to-power Value for the Data Center Customer

### $200M+ in Accelerated Data Center Value

Without DCP BESS, the data center customer faces a 5–7 year wait for new transmission infrastructure before adding significant capacity. Each year of delay represents meaningful foregone compute revenue and capital deployment inefficiency.

DCP BESS eliminates this wait — enabling the data center customer to build and operate new capacity 4–5 years earlier than transmission alternatives. The speed-to-power benefit exceeds $200M+ over the program life.

Years of Data Center Delay Avoided

4–5

years faster to market vs. new transmission

$50M+

Per Year of Accelerated Deployment

Deployment Scenarios

## Three Pathways to Scale

Sparkfund modeled three deployment scenarios — from a conservative deployment to full program buildout — each with distinct grid impact, economics, and implementation timeline.

50 MW — Conservative

75 MW — Recommended

150 MW — Full Buildout

50 MW

BESS Capacity

200 MWh

Total Storage

~$30M

Grid Value (20yr)

18 mo

Deploy Timeline

**Conservative scenario:** 50 MW / 200 MWh across ~30 host sites, focused on Tier 1 substations. Relieves ~70% of the identified transmission constraint at peak load. Lowest execution risk, fastest deployment. Recommended as a conservative option for earliest possible capacity relief.

75 MW

BESS Capacity

300 MWh

Total Storage

~$45M

Grid Value (20yr)

24 mo

Deploy Timeline

**Recommended scenario:** 75 MW / 300 MWh across ~50 host sites spanning all 9 substations. Fully resolves the transmission constraint and provides headroom for initial data center load growth. Delivers ~$45M in grid value to the municipal utility over 20 years and unlocks the data center customer's speed-to-power benefit.

150 MW

BESS Capacity

600 MWh

Total Storage

~$85M

Grid Value (20yr)

36 mo

Deploy Timeline

**Full buildout:** 150 MW / 600 MWh across 80+ host sites — full deployment of BESS hosting potential. Enables the data center customer's full expansion and positions the utility as a model for distributed energy deployment. Delivers ~$85M in grid value over 20 years.

sparkfund

Distributed Energy · Deployed at Scale

Case study: Distributed Capacity Procurement for a Municipal Utility · Sparkfund

© 2025 Sparkfund Inc. · All rights reserved.

For illustrative purposes only. Based on a real assessment conducted by Sparkfund.

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