Bleron Baraliu calculates: As businesses lose from electricity reductions

Bleron Baraliu calculates: As businesses lose from electricity reductions

Mathematician Blairon Baraliu has calculated business losses from a two-hour power cut. Calculation of the effect of reducing the current in the costs to smile and economy is complex, Baraliu says, but stresses that something with simple numbers can be understood. Power reduction math and costs to businesses and the economy [...]

Mathematician Blairon Baraliu has calculated business losses from a two-hour power cut.

Calculation of the effect of reducing the current in the costs to smile and economy is complex, Baraliu says, but stresses that something with simple numbers can be understood.

The power reduction and costs to businesses and the economy are complex, but even in simple figures we can see that the price of reduction for 2 hours during working hours especially for information technology businesses is over 10X, so these businesses would pay 10X a price on normal rather than face education”, Baraliu wrote.

His full post:

Generator Math

(business pays 10-30x the cost of two hours off)

The power reduction and costs to businesses and the economy are complex, but even in simple figures we can see that the price of reduction for 2 hours during working hours is especially for information technology businesses over 10X, so these businesses would pay 10X more than normal prices than they could afford education. Here's an example on the thick line:

So we assume that the current will go out two hours between 9-6 hours.

We're assuming 40 employees, about $400 a month of electricity for this business.

40 computer tables with ~450Watt each

) implies that it requires 1 generator >= 20 KWatt

It means 4L/hour derivative => 8L a day

10,000 Geniator

8*1.2f per L of oil * 250 working days = $2,400

One hour's cost of generator (amortized 1 year) = 12,400,250 working/year:2h = 24.8m per hour

Hour-by-hour cost of normal electricity = 400$12 km: 250 days: 10 hours work/day = 2$/h

This means that in the simplest case of business, you pay about 12X more per power plant. If we absorb the generator for five years and we don't account for any maintenance costs, yet the relationship is at a minimum 4X.

This means that only from the cost of the flow of aggregate/generative, without accounting for additional damages (including non-material) of business and environmental costs, financial circulation (my and opportity currency of money), etc., the state has an account to pay at least 10X normal electricity prices before reducing the flow for 2 hours. So if the price is normally 80 per cent, before reducing the power to businesses, the government should be willing to pay $500 per cent before deciding the reduction (even if it has to exceed the cost to businesses for this .. )

If oil is over 1.2, it increases the cost of turning off the current

* For simplicity I've made many assumptions, which says that business only spends electricity during the day

B.C.E. If we take a simple equation in the entity, the cost of the oil current is at least 30cent/kWh from the price of oil (1.2,4L/h/a for 20kW*80%).

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