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Avoided Cost Comparison Levelized Cost of Energy ($/MWh)

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“three nines”—i.e. 99.9 percent, far lower than the<br />

Japanese grid with its “five nines” reliability. 66 <strong>Cost</strong>s<br />

<strong>of</strong> disruption to the power system are estimated to<br />

be as high as $80 billion annually. 67 Of this, 73 percent,<br />

or $53 billion, is from losses in the commercial<br />

sector and 25 percent, or $20 billion, in the industrial<br />

sector. 68 The estimate for residential losses is $1.5<br />

billion, or only about 2 percent <strong>of</strong> the total.<br />

There are two main causes for system outages:<br />

1. Capacity Deficiencies<br />

2. Faults and Failures<br />

Capacity deficiencies are interruptions deliberately<br />

deployed when demand exceeds supply and<br />

refer to (i) inadequate supply <strong>of</strong> power to meet<br />

market demand, (ii) an inadequate contingent<br />

supply <strong>of</strong> electricity for an unexpected event. 69<br />

Faults and failures refer to events over which<br />

utilities have little or no control. Faults are short<br />

circuits in the transmission or distribution systems<br />

that are caused by an external event, such as<br />

contact with trees or animals, or lightning strikes.<br />

Failures refer to outages due to human error or<br />

equipment malfunction, usually in high-voltage<br />

bushings, transformer windings or lighting arrestors.<br />

70 Around 94 percent <strong>of</strong> all outages occur due<br />

to faults and failures most <strong>of</strong> which happen in the<br />

distribution system. 71 Outages are short, but have<br />

a widespread impact. 72<br />

The burdens on the centralized power system are<br />

compounded by requirements to integrate large-<br />

66 Galvin Electricity Initiative. “The Electric Power System is Unreliable” (http://www.galvinpower.org/resources/library/fact-sheets-faqs/<br />

electric-power-system-unreliable).<br />

67 K. Hamachi-La Commare and E. Joseph Eto, “Understanding the <strong>Cost</strong> <strong>of</strong> Power Interruptions to the U.S. Electricity Consumers,” September<br />

2004.<br />

68 However, given the significantly higher number <strong>of</strong> commercial sector customers (14.9 million) compared to industrial customers (1.6<br />

million), the industrial sector’s cost per outage per customer is significantly higher than those <strong>of</strong> the commercial customers.<br />

69 Timothy J. Brennan, “Electricity Markets and <strong>Energy</strong> Security: Friends or Foes?” Resources Fall/Winter 2008. (http://www.rff.org/<br />

Publications/Resources/Pages/ElectricityMarkets.aspx).<br />

70 Ibid.<br />

71 Edison Electric Institute, Underground vs. Overhead Distribution Wires: Issues to Consider, May 2000.<br />

72 Alexander E. Farrell, Lester B. Lave and Granger Morgan, “Bolstering the Security <strong>of</strong> the Electric Power System,” Issues in Science and<br />

Technology Spring 2002. (http://www.issues.org/18.3/farrell.html).<br />

aSSESSIng THE ROlE OF dISTRIBuTEd POwER SySTEmS In THE u.S. POwER SECTOR<br />

28<br />

Reliability Metrics<br />

Electric power system reliability is measured<br />

both on a local and regional basis. Local distribution<br />

system reliability performance typically<br />

is measured using industry accepted statistics<br />

that measure the frequency and duration <strong>of</strong><br />

sustained interruptions to electricity consumers.<br />

These are referred to as System Average<br />

Interruption Frequency Index (SAIFI) and<br />

System Average Interruption Duration Index<br />

(SAIDI), respectively.<br />

On a regional basis, reliability is measured by the<br />

loss-<strong>of</strong>-load probability (LOLP) metric. LOLP<br />

is a function <strong>of</strong> the generation and peak load,<br />

however, it does not include any failures in the<br />

T&D systems. Loss-<strong>of</strong>-load probability characterizes<br />

the adequacy <strong>of</strong> generation to serve the<br />

load on the system. It does not model the reliability<br />

<strong>of</strong> the transmission and distribution system<br />

where most outages occur. Although based<br />

upon a probabilistic analysis <strong>of</strong> the generating<br />

resources and the peak loads, the LOLP is not<br />

really a probability. Rather, it is an expected value<br />

calculated on either an hourly or daily basis.<br />

A typical LOLP is “one day in ten years” or “0.1<br />

days in a year.” This is <strong>of</strong>ten misinterpreted as<br />

a probability <strong>of</strong> 0.1 that there will be an outage<br />

in a given year. Loss-<strong>of</strong>-load probability characterizes<br />

the adequacy <strong>of</strong> generation to serve<br />

the load on the system. It does not model the<br />

reliability <strong>of</strong> the transmission and distribution<br />

system where most outages occur.

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