Composição Tarifária - Distribuidora Brasília - Neoenergia
Composição Tarifária
Tarifas de Energia
Você sabe o que compõe a sua conta de luz e como é calculado o valor da tarifa de energia? A tarifa de energia representa o preço da energia consumida, cobrado por unidade consumidora(R$/kWh). A definição das tarifas é responsabilidade da ANEEL, que age em conformidade com as leis e os contratos de concessão estabelecidos com as empresas distribuidoras em diferentes regiões do país.Existe uma diferença entre o preço e tarifa. Tarifa é o valor a ser cobrado pela prestação dos serviços da distribuidora de energia, já o preço é a composição da tarifa com os tributos. O preço final da sua conta é igual à tarifa somada aos tributos.
Vamos entender agora o significado da composição tarifária, que engloba o montante total da sua fatura de energia.
A composição da sua tarifa é formada por cinco elementos principais:
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)
Sendo assim a conta de energia que recebemos é composta por custo do gerador, custo da transmissora, serviços prestados pelas distribuidoras, encargos setoriais e tributos. Veja a representação abaixo:
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Acesse o site do órgão regulador ANEEL e saiba mais. Clique aqui.
- Custo de Geração de Energia: refere-se ao valor total da energia consumida, desde sua produção nas usinas até seu uso final.
- Custo de Transmissão: engloba os gastos relacionados ao transporte da eletricidade, desde sua produção nas usinas, até chegar às distribuidoras. Esses recursos são destinados para cobrir os custos de utilização das infraestruturas de transmissão.
- Custo de Encargos Setoriais: Os Encargos são criados por leis aprovadas pelo Congresso Nacional para tornar viável a implantação das políticas públicas para o setor elétrico. O custo desses Encargos é cobrado em conjunto, e podem ser identificados no campo demonstrativo da sua fatura.
- Custo de Distribuição: Esse item representa o percentual da sua fatura que é destinado a distribuidora, Neoenergia Brasília. Recebemos a energia das empresas de transmissão e iniciamos o processo de entrega. Transformamos a energia em nossas subestações e a distribuímos através de uma extensa rede de postes e fios até a sua residência. Os recursos arrecadados são usados para cobrir os custos operacionais, manutenção, expansão do sistema e investimentos para melhorar a qualidade do fornecimento de energia.
- Tributos: são valores destinados ao poder público e seus valores são determinados por lei. Nas faturas de energia, são inclusos tributos federais como o Programa de Integração Social (PIS) e a Contribuição para o Financiamento da Seguridade Social (COFINS). Além disso, também são considerados tributos estaduais, como o Imposto sobre a Circulação de Mercadorias e Serviços (ICMS), e tributos municipais, como a Contribuição para Custeio do Serviço de Iluminação Pública (CIP). É importante ressaltar que os tributos, apesar de ser cobrado na conta, é repassado às autoridades competentes.
Sendo assim a conta de energia que recebemos é composta por custo do gerador, custo da transmissora, serviços prestados pelas distribuidoras, encargos setoriais e tributos. Veja a representação abaixo:
Acesse o site do órgão regulador ANEEL e saiba mais. Clique aqui.
Agora que você já entende o conceito de tarifa de energia e como ela é composta, clique nos links abaixo para visualizar a tabela com as tarifas atuais.
Tarifas Clientes Baixa Tensão
Tarifas Clientes Alta Tensão
Tarifas Clientes Baixa Tensão
Tarifas Clientes Alta Tensão
A Tarifa Branca é uma opção de tarifária que dá ao cliente a possibilidade de pagar valores diferentes de tarifa em função da hora em que ele consome energia. Ela beneficia os consumidores que concentram a maior parte do consumo nos períodos de menor demanda, conhecidos como horário "fora de ponta" - entre as 22:00h e as 16:59h.
A tarifa branca funciona da seguinte forma: a leitura do seu consumo será realizada em três horários diferentes: Ponta, Intermediário e Fora de Ponta. Esses horários são identificados e apresentados juntamente com seus respectivos valores na conta de energia. Os horários são os seguintes:
• Horário de Ponta: das 18:00 às 20:59:59
• Horário Intermediário: das 17:00 às 17:59:59 / 21:00 às 21:59:59
• Horário Fora de Ponta: das 22:00 às 16:59:59
Nos fins de semana e feriados, o valor cobrado é sempre baseado na leitura do Horário Fora de Ponta.
Lembrando que se os hábitos de consumo não forem adequados à Tarifa Branca, isso pode resultar em uma conta de energia mais cara, mesmo sem um aumento no consumo de energia elétrica. A Tarifa Branca não se aplica a consumidores residenciais de baixa renda, beneficiários de descontos previstos em lei e iluminação pública.
Para fazer a adesão da Tarifa Branca, entre em contato com os nossos canais de atendimento. Após confirmação da adesão, será instalado um novo medidor na sua unidade consumidora, aprovado pelo Inmetro, que registrará o consumo de acordo com os horários em que a energia elétrica é utilizada.
Como realizar o cancelamento da tarifa Branca?
Para retornar a Tarifa Convencional compareça em uma de nossas lojas de atendimento ou fale com a gente através do número 116. A sua solicitação será atendida em até 30 dias. Após o retorno à Convencional, uma nova adesão à Tarifa Branca só será possível após o prazo de 180 dias.
Para mais informações sobre a Tarifa Branca, clique aqui.
A tarifa branca funciona da seguinte forma: a leitura do seu consumo será realizada em três horários diferentes: Ponta, Intermediário e Fora de Ponta. Esses horários são identificados e apresentados juntamente com seus respectivos valores na conta de energia. Os horários são os seguintes:
• Horário de Ponta: das 18:00 às 20:59:59
• Horário Intermediário: das 17:00 às 17:59:59 / 21:00 às 21:59:59
• Horário Fora de Ponta: das 22:00 às 16:59:59
Nos fins de semana e feriados, o valor cobrado é sempre baseado na leitura do Horário Fora de Ponta.
Lembrando que se os hábitos de consumo não forem adequados à Tarifa Branca, isso pode resultar em uma conta de energia mais cara, mesmo sem um aumento no consumo de energia elétrica. A Tarifa Branca não se aplica a consumidores residenciais de baixa renda, beneficiários de descontos previstos em lei e iluminação pública.
Como Aderir:
Para fazer a adesão da Tarifa Branca, entre em contato com os nossos canais de atendimento. Após confirmação da adesão, será instalado um novo medidor na sua unidade consumidora, aprovado pelo Inmetro, que registrará o consumo de acordo com os horários em que a energia elétrica é utilizada.
Como realizar o cancelamento da tarifa Branca?
Para retornar a Tarifa Convencional compareça em uma de nossas lojas de atendimento ou fale com a gente através do número 116. A sua solicitação será atendida em até 30 dias. Após o retorno à Convencional, uma nova adesão à Tarifa Branca só será possível após o prazo de 180 dias.
Para mais informações sobre a Tarifa Branca, clique aqui.
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