Barro concentra menor temperatura em 2020

 Em 2020, as temperaturas mĆ­nimas mais expressivas no CearĆ” foram registradas neste mĆŖs de agosto, de acordo com dados da FundaĆ§Ć£o Cearense de Meteorologia e Recursos HĆ­dricos (Funceme) e do Instituto Nacional de Meteorologia (Inmet). Entre os municĆ­pios monitorados por ambas as instituiƧƵes, o registro mais expressivos atĆ© a Ćŗltima sexta-feira (14) ocorreu em Barro, localizado na macrorregiĆ£o do Cariri, com 13°C registrados Ć s 6h do Ćŗltimo dia 11.

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

                              Foto > O Kariri 

A cidade do sul do CearĆ”, inclusive, aparece outras quatro vezes entre as 10 temperaturas mĆ­nimas mais baixas de 2020. Outro municĆ­pio que tambĆ©m aparece cinco vezes na mesma lista Ć© TianguĆ”, localizado na macrorregiĆ£o da Ibiapaba. A temperatura mais baixa em neste municĆ­pio foi observada no dia 9 deste mĆŖs, com 13,6ĀŗC.

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A gerente do nĆŗcleo de Meteorologia da Funceme, Meiry Sakamoto, comenta que o cenĆ”rio se dĆ”, entre outros fatores, pela chegada do inverno no HemisfĆ©rio Sul, que iniciou-se no dia 20 de junho de 2020 Ć s 18h44 com SolstĆ­cio de Inverno. “Ou seja, o perĆ­odo em que o HemisfĆ©rio Norte estĆ” mais inclinado para o Sol e terminarĆ” em 22 de setembro de 2020, com o EquinĆ³cio da Primavera. No Brasil, o inverno caracteriza-se pelas temperaturas baixas, dias mais curtos e noites mais longas. No CearĆ”, mesmo prĆ³ximo Ć  Linha do Equador, Ć© possĆ­vel observar mĆ­nimas mais baixas em relaĆ§Ć£o aos outros meses, explica.

MĆ©dia histĆ³rica

De acordo com a normal climatolĆ³gica do perĆ­odo entre 1981 e 2010, os meses de junho e julho, no CearĆ”, costumam apresentar os nĆŗmeros mais expressivos em relaĆ§Ć£o Ć s temperaturas mĆ­nimas. Contudo, tambĆ©m Ć© possĆ­vel observar registros importantes dentro dessa categoria no mĆŖs de agosto.

Alguns municĆ­pios do CearĆ” apresentam, em agosto, uma mĆ©dia de temperatura mĆ­nima abaixo dos 20ĀŗC, como Ć© o caso de Guaramiranga (17,3ĀŗC), Campos Sales (18,8ĀŗC) e Barbalha (19,9ĀŗC). Na Capital, a mĆ©dia da temperatura mĆ­nima Ć© de 21,5ĀŗC.

Temperatura e sensaĆ§Ć£o tĆ©rmica

A Funceme ressalta que “temperatura” Ć© a grandeza fĆ­sica medida atravĆ©s de escalas termomĆ©tricas (ex: graus Celsius, Fahrenheit, Kelvin etc.) e estĆ” relacionada Ć  energia interna de um sistema e depende do grau de agitaĆ§Ć£o de suas molĆ©culas; jĆ” a “sensaĆ§Ć£o tĆ©rmica” Ć© a temperatura aparente sentida pela pele exposta, em virtude da combinaĆ§Ć£o entre temperatura do ar, umidade relativa do ar e velocidade do vento.

“Assim, uma mesma condiĆ§Ć£o de temperatura do ar mais alta, por exemplo, com ou sem presenƧa de vento mais forte, pode dar uma sensaĆ§Ć£o tĆ©rmica diferenciada. O vento ajuda a dissipar o calor dos corpos e assim proporcionarĆ” sensaĆ§Ć£o de temperatura mais amena do que a efetivamente medida no termĆ“metro, finaliza Sakamoto.

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