HOW SMART IS YOUR EV CHARGING INFRASTRUCTURE?
Our Smart EV Charging solution provides optimal power supply management for charging stations while enabling charging processes that are fully aligned with your requirements.
Ready to use and highly flexible, the system helps you securely scale and efficiently manage your e-mobility charging infrastructure across all locations. Intelligent load management reduces peak demand by aligning charging with power availability and cost, while prioritizing local or remote generation to maximize renewable energy use. With ABB dynovaPRO™, you benefit from higher charger utilization and availability, across single sites or nationwide fleets.
FAST, RELIABLE AND FUTURE-PROOF.
<p><b>Whether for small or large fleets: dynovaPRO™ takes your charging infrastructure to the next level.</b></p>
ABB dynovaPRO™ - Intelligent Charging
READY TO MAKE YOUR CHARGING STATIONS SMARTER?
Intelligent charging
Maximum availability with optimal use of chargers | Setting charging priorities | Avoiding peak loads and prioritize own production
Scalable
Open standards deliver increased flexibility and full scalability | Easy integration of different chargers, locations and energy providers
Better control
Comprehensive monitoring and reporting | Automatic monitoring and control of all energy flows | Limiting energy costs
MAKE YOUR CHARGING STATIONS SMARTER WITH ABB DYNOVAPRO™
For Logistics
- For Logistics
- For Operators and Energy Providers
- For Public Transport
FOR LOGISTICS
Maximum fleet availability
<p>Prioritizes charging based on schedules, battery<br> levels and route demands - ensuring your vehicles are always ready for deployment.</p>Intelligent charging planning
<p>Real-time data analysis and automated prioritization ensure<br> charging stations are used efficiently, minimizing waiting times and avoiding bottlenecks.</p>Cross-site energy management
<p>Centralized control of all charge points across multiple locations - independent of infrastructure, grid connection or vehicle type.</p>Flexible integration and scalability
<p>Vendor-independent compatibility with various charging systems and energy storage solutions enables fast and seamless infrastructure expansion.</p> <p> </p>Optimized energy distribution and grid compliance
<p>Integration of PV systems, battery storage and grid power, with DSO interfaces and site-specific load configurations to help stabilize the grid.</p>Transparent Data & Control
<p>Monitor, analyze and optimize all charging processes with detailed reporting and real-time insights - for efficient operational management.</p>FOR OPERATORS AND ENERGY PROVIDERS
Intelligent load management
<p>Reduces peak loads and optimizes grid utilization through dynamic energy control.levels and route demands - ensuring your vehicles are always ready for deployment.</p>Vendor-independent integration
<p>Enables central management of diverse charging infrastructures and communication protocols.</p> <p> </p>Flexible site and charge point management
<p>Centralized control and monitoring of multiple charge points across various locations - independent of charging hardware.</p> <p> </p>Scalable charging infrastructure
<p>Easily expandable network with cross-site monitoring and flexible infrastructure management.</p> <p> </p> <p> </p>Optimized energy distribution and grid compliance
<p>Integrates PV systems, battery storage and grid power, with interfaces to distribution network operators (DNOs) and configurable site-level controls - helping to stabilize the grid and lower operating costs.</p>Real-time analytics
<p>Detailed data on charging activity, energy consumption and grid load enables transparent performance monitoring and infrastructure optimization.</p>FOR PUBLIC TRANSPORT
Maximum fleet availability
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(/figma)-->"></span><span style="white-space: pre-wrap;">Aligns charging processes precisely with departure </span><br> <span style="white-space: pre-wrap;">schedules, ensuring all buses are fully charged and preconditioned before service begins.</span></p> <p> </p>Intelligent load management
<p>Dynamic load balancing adapts charging to available grid capacity - without the need for costly grid expansion.</p>Standards-based load and charging integration
<p>Connects seamlessly with depot management systems via standardized protocols such as VDV 463, ISO 15118, and VDV 261 for automatic data exchange.</p>Efficient depot management
<p>Save costs through intelligent prioritization of vehicles with higher energy demand and optimized charging distribution using local energy resources.</p> <p> </p>Real-time monitoring
<p>Centralized monitoring provides full visibility into energy consumption, fault diagnostics and charging status - in real time.</p>Optimized Energy Distribution & Grid Compliance
<p>Integrates PV systems, battery storage and grid power, with configurable site-level controls and interfaces to the distribution system operator (DSO) to support grid stability.</p>HOW IT WORKS
<p><b>dynovaPRO™ optimizes e-mobility charging infrastructure at your location, quickly and efficiently.</b></p> <p>You connect different chargers and balance the energy consumption of each charger based on prioritization or source of energy. Additional features enable prioritization of local production from renewables and battery storage optimization.</p>
- Maximizing the number of completed charging operations in order to optimize customer revenue
- Keeping charging promises by prioritizing charging processes
- Connecting any number of charging stations to the system
- Overviewing all locations/stations
- Connection of any number of charging stations (whether AC or DC; whether manufacturer A or manufacturer B)
- Customers receive simultaneous charging possibilities
- Minimizes additional electricity costs through dynamic adjustment of charging speed
- Optional: Can create an additional source of revenue
- Enable employee charging via as many charging points as possible during long idle periods
- Many employees can charge at the same time
- Minimize additional electricity costs by dynamically adjusting charging speed
- Different prioritized user groups (employees, customers, vehicle fleet, etc.)
YOUR SAVINGS POTENTIAL AT A GLANCE
Explore interactively how intelligent charging management can increase your energy efficiency and reduce costs. Use the infographic to discover optimization opportunities for your charging infrastructure and see the benefits that smarter control can bring to your business.