Central Government amends Electricity (Rights of Consumers) Rules, 2020 - (23 Jun 2023)
Electricity
The Government of India has introduced two changes to the prevailing power tariff system, through an amendment to the Electricity (Rights of Consumers) Rules, 2020.The Electricity (Rights of Consumers) Rules, 2020 were notified by the government on December 31, 2020, based on the conviction that power systems exist to serve consumers and that consumers have rights to get reliable services and quality electricity. The amendment to the Rules is a continuation of the measures taken by the government, to empower power consumers, to ensure 24X7 reliable electricity supply at affordable cost, and to maintain a conducive ecosystem for investment in the power sector.The changes are: introduction of Time of Day (ToD) Tariff, and rationalization of smart metering provisions.
Introduction of Time of Day (ToD) Tariff
Rather than being charged for electricity at the same rate at all times of the day, the price you pay for electricity will vary according to the time of day. Under the ToD Tariff system, Tariff during solar hours (duration of eight hours in a day as specified by the State Electricity Regulatory Commission) of the day shall be 10%-20% less than the normal tariff, while the tariff during peak hours will be 10 to 20 percent higher. ToD tariff would be applicable for Commercial and Industrial consumers having Maximum demand of 10 KW and above, from 1st April, 2024 and for all other consumers except agricultural consumers, latest from 1st April, 2025. Time of Day tariff shall be made effective immediately after installation of smart meters, for the consumers with smart meters.
Rules regarding amendment made in smart metering provision
Government has also simplified the rules for smart metering. To avoid inconvenience / harassment of the consumers, the existing penalties for increase in consumer’s demand beyond the maximum sanctioned load / demand have been reduced. As per the amendment in metering provision, post installation of a smart meter, no penal charges will be imposed on a consumer based on maximum demand recorded by the smart meter for the period before installation date. Load revision procedure has also been rationalized in a way that maximum demand shall be revised upwards only if sanctioned load has been exceeded at least three times in a financial year. Moreover, smart meters shall be read remotely at least once in a day and the data shall be shared with Consumers in order to enable them to take informed decision about consumption of electricity.
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)
Tags : POWER TARIFF RULES AMENDMENT
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