MALZ calculates the total resistance of the grounding system to remote earth. This value is vital for determining the Ground Potential Rise (GPR), calculated as: $$GPR = I_fault \times R_grid$$
This paper focuses on the specific capabilities of MALZ for grounding analysis in layered soil structures, which is its primary application.
: Thanks to the CDeGS core, the Malz feature operates with high efficiency, minimizing losses and maximizing output. cdegs malz
I’m not familiar with the specific term — it doesn’t appear to be a known phrase, name, or concept in English or other major languages I can reliably recognize.
Results:
The simulation requires defining the current injection point. This is typically the fault current entering the grid from a substation transformer neutral or a transmission tower leg.
: The combination of the CDeGS core and the Malz matrix ensures a long operational lifespan, reducing the need for frequent replacements or maintenance. MALZ calculates the total resistance of the grounding
Simulation Steps:
The adoption of CDeGS Malz features offers several benefits: I’m not familiar with the specific term —
The MALZ module computes the current distribution in a network of conductors energized by current injection(s) into the soil. The calculation relies on the following core principles:
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