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">

Maxim Energy

Insights

Practical solar and battery guidance, Victorian energy updates and lessons from real installations.

Expert information for better energy decisions.

Maxim Energy combines official energy-market information with experience from real Victorian properties. Our articles help homeowners understand what may affect their system, what to ask before buying and why the person advising and quoting the system should be the same person who arrives to install it.

Anonymised Victorian home showing three separate inverters and two battery systems after an unplanned battery upgrade

Real-World Installation Insight
22 August 2026

Can You Add More Battery Capacity to an Existing Solar System?

A real GoodWe and NeoVolt case showing how a straightforward battery request became a three-inverter system—and why assessing existing equipment should come before selling more hardware.

Read the case study →

More Maxim insights are coming

Future articles will cover Solar Victoria and industry updates, rebates, system design, compatibility, backup, upgrades and lessons from installation sites across Victoria.