Bitmain Antminer KS5 (20Th)
| Hashrate | Power | Algorithm |
|---|---|---|
| 20 Th/s | 3000 W | KHeavyHash |
Description
Antminer KS5 can mine the KHeavyHash algorithm with a hashrate equivalent to 20 Th/s and having an estimated power consumption of 3000 watts.
Specifications
| Manufacturer | Bitmain |
|---|---|
| Model | Antminer KS5 (20Th) |
| Also known as | Antminer KS5 Kaspa Miner |
| Release | March 2024 |
| Size | 195 x 290 x 430mm |
| Weight | 16100g |
| Noise level | 75db |
| Fan(s) | 2 |
| Power | 3000W |
| Interface | Ethernet |
| Temperature | 5 - 45 °C |
| Humidity | 5 - 95 % |
Best Price: $769.00
Status: In stock
Profitability
| Daily | Monthly | Yearly | |
|---|---|---|---|
| Income (KAS) |
$7.45 143.952648 KAS |
$223.48 4,318.579443 KAS |
$2,719.05 52,542.716553 KAS |
| Electricity | -$7.20 | -$216.00 | -$2,628.00 |
| Profit | $0.25 | $7.48 | $91.05 |
Profit 3.36%
Electricity 96.64%
Minable Coins
Kaspa (KAS)
Sedra (SDR)
Bugna (BGA)
Frequently Asked Questions (FAQ)
Antminer KS5 (20Th) generates an approximate daily profit of $0.25 based on the electricity cost of $0.10 per kWh.
This profit amount is not fixed — it can fluctuate depending on the global hashrate, network difficulty, mined block reward, and cryptocurrency exchange rate.
This profit amount is not fixed — it can fluctuate depending on the global hashrate, network difficulty, mined block reward, and cryptocurrency exchange rate.
Antminer KS5 (20Th) has a mining power of 20 Th/s and uses the KHeavyHash algorithm.
Yes, Antminer KS5 (20Th) consumes approximately 3000W per hour.
Electricity is an important factor in mining profitability, as a high electricity cost can significantly reduce profit. In our case, the Antminer KS5 (20Th) consumes approximately $7.20 daily.
The average lifespan is 3–5 years or more, depending on usage intensity, environmental factors (temperature, humidity, dust), and whether proper maintenance is followed.
Where to buy?
| Store | Price | Delivery | ROI | |
|---|---|---|---|---|
|
Asic Market Trusted vendor |
$769.00 |
In stock
|
~104 days (gross) ~3076 days (net) |