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EG4 6000XP Charging time

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(@herreraa)
New Member
Joined: 19 hours ago
Posts: 1
Topic starter  

Hi m I am new on solar, i purchased my first inverter the 6000XP , it is still in shipping.

I want to know how long does it take to charge a lifepo4 batteri 51.3V 100A when using the grid power only.

What is the equation i shold use to calculate that. I need to learn so i can calculate again when using solar and grid

Thanks


   
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Joel Brodeur
(@joel-brodeur)
Trusted Member
Joined: 1 month ago
Posts: 68
 

In the most basic form, it is - the number of Amp Hours you want to put into the battery divided by the number of Amps you are putting into the battery = hours to fill the battery.

Say you have drained 10amp hours and you charge at 1 amp.  10AH/1A = 10 hours.

or

You have drained 50AH and you charge at 10A.  50AH/10A = 5 hours.

With that being said though in reality it is generally a bit different.

If the batteries have a BMS they most likely will reduce charging amps as the batteries near 100% so might take a bit longer.

Inefficiencies in the system will make it take a bit longer.

Big thing to watch/check.  

Double and triple check the maximum and recommended charge rates of the batteries and do not exceed that as a charge rate.

 

Hope that helps some,

JB

Sometimes the easiest solution is the best solution.
Sometimes not.


   
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Jared
(@jared)
Online Support Moderator
Joined: 1 month ago
Posts: 139
 
 

The equation for calculating charging time is ideally expressed as:

For example, when grid charging with the EG4 6000XP inverter:

  • If the inverter provides the full 100A charging current, the charging time would be:

    (100/100​) ×0.93= 0.93 hours (55.8 minutes)

  • If the charging current is limited to 50A, the charging time increases to:

    (100/50)×0.93=1.86 hours (111 minutes)

These examples show how adjusting the charging current affects the time required to fully charge the battery. Additionally, real-world factors like minor voltage fluctuations and environmental conditions can influence the actual charging time.


   
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