---
title: ROI Calculator
description: Learn how to
---

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

# What is surgical hypothermia costing your practice?

Enter your practice's numbers to estimate what intraoperative hypothermia costs you each year, and how much an active warming system and protocol could save. Defaults are the conservative figures from our analysis of veterinary benchmark and clinical data.

Your surgical caseload

Surgeries per day

Surgery days per week

Operating weeks per year

Surgeries per year: **450**

Hypothermia rate

Published studies report 33–97% of dogs and cats become hypothermic under anesthesia.

Today, without active warming

%

With a warming system and protocol

%

Cost of one hypothermic case

Surgical site infection and wound healing Average: $320 per case

$

Extended hospitalization Average: $200 per case

$

Extra OR time Average: 30 minutes

min

OR cost per minute Average: $8 per minute

$

Extra recovery time Average: 1 hour

hr

Recovery cost per hour Average: $175 per hour

$

Cost per hypothermic case: **$935**

Your warming system

System price One-time purchase

$

Disposables per surgery Enter $0 for a reusable system

$

Estimated savings in your first year

$0

After paying for the warming system

Pays for itself after about 7 surgeries

Hypothermia cost today**$210,375**

With warming system**$63,580**

Cost of hypothermiaAvoided cost

Hypothermic cases per year, today

225

Hypothermic cases per year, with warming

68

Avoided hypothermia costs per year

$0

Warming system, one-time

$0

Disposables, first year

$0

Savings in each year after

$0

## Get your results by email

We'll send your numbers and a full breakdown of your savings to your inbox.

First name

Last name

Work email

Practice name

Email me my results

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Changed your numbers? Send updated results

Estimates only. Your results depend on case mix, protocol adherence, and your practice's actual costs. Figures exclude lost throughput and opportunity costs, so actual savings may be higher. Methodology and sources: [Cost Savings of Intraoperative Patient Warming](https://vetorsolutions.com/blogs/news/cost-savings-of-intraoperative-patient-warming).