
Calculating Power Distribution for Molybdenum Electrodes in All-Electric Melting Furnaces
WeiBeam · Electrode solutions for high-temperature melting
Power distribution calculation starts from melt conductivity and tank geometry: current density and section give the current per electrode, from which the inter-electrode voltage and total power follow, and the power is then split among tank zones according to the heat load of melting and refining. This article sets out the calculation chain with worked steps and explains how to verify and adjust it.
The section most often skipped in electric melting furnace design is power distribution: many furnaces only discover local overheating or insufficient melting after they are built, and the root cause lies in geometry, conductivity and heat load not being reconciled at the calculation stage. What follows is a workable calculation chain for process and electrical engineers to check against. Get power distribution right, and both the life account and the output account of the molybdenum electrodes will hold up.
Four inputs to the calculation chain
The first step is to collect the basic data: the target melting rate and specific heat consumption; the conductivity of the glass at working temperature, where a typical soda-lime melt at around 1300 °C is on the order of a few tenths of a siemens per centimeter and varies markedly with temperature and recipe, so measured values must be used rather than generic handbook figures; the tank wall geometry and the electrode layout; and the current density set by the life target. Only when all four inputs are complete does the calculation mean anything; any one of them guessed will leave the result without constraint. Where measured conductivity is unavailable, it is better to measure the resistance of a small melt sample first than to apply generic handbook values.
From a single electrode to the whole tank
The current of a single molybdenum electrode equals the current density multiplied by the immersed cross-section. The equivalent resistance between a pair of adjacent electrodes is estimated by dividing the melt resistivity by the electrode spacing and multiplying by a geometric factor for the current path, the so-called cell constant. Voltage is the product of current and equivalent resistance, and power the product of the two. When several electrodes are connected in parallel, the current divides naturally according to differences in cell constant, and verification should rely on measured current. Although top electrodes carry a low share of the power, they directly determine refining quality and bubble rating and should not simply be allocated in proportion. The power of each electrode pair is distributed along the tank length and then adjusted to the thermal requirements:
| Tank zone | Typical power share | Thermal task |
|---|---|---|
| Bottom melting zone | About 50%-65% | Supplies the main melting heat flow |
| Side auxiliary zone | About 20%-35% | Compensates heat loss and maintains the flow field |
| Top refining zone | About 10%-20% | Completes refining and temperature homogenization |
On standards, electrode products are controlled to YS/T 1312-2019, Molybdenum Electrodes; molybdenum rods follow ASTM B387 / GB/T 17792; molybdenum plate and disc follow ASTM B386 / GB/T 3876; acceptance is based on the quality certificate and measured records.

The ranges in the table are indicative; the actual split should be verified against the heat-loss boundary conditions of the specific furnace.
Verification and iteration
For the electrical system and the process implementation of the furnace, see the preparation and process notes.
After the calculation, verify in both directions:
- plot temperature and current density along the tank length and check whether any local overheating exceeds the limits of the electrodes and refractories;
- check against the melting rate target whether the total power leaves more than 10% of adjustment margin;
- verify that the current density of each electrode falls within the range permitted for its life;
- check whether the power share of each tank zone matches its thermal task.
Frequently asked questions
What four inputs does the calculation chain include?
Only when all four inputs are complete does the calculation mean anything; any one of them guessed will leave the result without constraint. The conductivity of the glass at working temperature, where a typical soda-lime melt at around 1300 °C is on the order of a few tenths of a siemens per centimeter and varies markedly with temperature and recipe, must be a measured value rather than a generic handbook figure.
What steps lead from a single electrode to the whole tank?
The current of a single electrode equals the current density multiplied by the immersed cross-section; the equivalent resistance between adjacent electrodes is estimated by the cell constant, voltage is the product of current and equivalent resistance and power the product of the two; when several are connected in parallel, each current divides according to differences in cell constant, and verification relies on measured current.
What verification and iteration apply to molybdenum electrodes?
After the calculation, verify in both directions: plot temperature and current density along the tank length and check whether local overheating exceeds the limits of the electrodes and refractories. After start-up, correct the cell constant by regression against measured voltage and current, the glass temperature field and product quality, and build a design file so that the life expectation of the electrodes is realized.
Note: this article shares general industry and technical information and is not purchasing, investment or legal advice. Specific parameters and results are governed by the mutual technical agreement and factory inspection records.
Standards note: electrodes are controlled to YS/T 1312-2019 Molybdenum Electrodes; molybdenum rods to ASTM B387 / GB/T 17792; molybdenum plate and discs to ASTM B386 / GB/T 3876. Parameter ranges in this article summarise public technical data and engineering practice — actual values vary with furnace conditions and are governed by the technical agreement and inspection records.
Related products
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