SCENDE L'ATTIVITA' SOLARE E MINACCIA
UNA NUOVA PICCOLA ERA GLACIALE
Gli
esperti del clima avvertono che la quantità di luce e di calore
rilasciato dal Sole è a livelli “che non si vedevano da secoli”, dice quest’oggi in un articolo L’Express.
Temono una ripetizione del cosiddetto
‘minimo di Maunder’ che ha innescato l’inverno Artico e che ha portato
il fiume Tamigi al frequente congelamento 300 anni fa.
Il portavoce del Met Office ha dichiarato: “Un ritorno ad una così bassa attività solare non si vedeva da secoli e potrebbero aumentare le probabilità di inverni sempre più freddi in Europa e nella parte orientale degli Stati Uniti.
Il portavoce del Met Office ha dichiarato: “Un ritorno ad una così bassa attività solare non si vedeva da secoli e potrebbero aumentare le probabilità di inverni sempre più freddi in Europa e nella parte orientale degli Stati Uniti.
In Gran Bretagna, Nord Europa e Nord America, i termometri potrebbero scendere anche di 0.8°c.
E’ risaputo che lunghi episodi di bassa
attività solare sono stati visti durante il minimo di Maunder tra il
1645 e il 1715 e il ‘minimo di Dalton’ nel periodo tra il 1790 e il
1830.
Entrambi i periodi sono coincisi poi con
un periodo di temperature globali più fredde del normale, conosciuti
come “Piccola Era Glaciale”.
Come potrebbe risultare la Gran Bretagna dallo spazio durante una piccola era glaciale
L’esperto del Met Office, il Professor Adam
Scaife ha riferito: “L’attività solare ha già iniziato a diminuire nel
corso degli ultimi anni.” Poi contimua: “Anche se l’effetto sulle
temperature globali è molto piccolo, l’effetto locale è abbastanza
grande facendo la differenza, e abbiamo certamente bisogno di includere
l’attività solare nelle nostre future proiezioni climatiche.
Se più
fattori si uniscono, gli inverni rigidi, come il 2009/10 paralizzeranno
ancora la Gran Bretagna con molta più frequenza.” Ha poi riferito: “C’è
un’alta probabilità che l’attività solare diminuirà nei prossimi anni.
C’è la possibilità di una ripetizione del periodo del minimo di Maunder,
dove le macchie solari sparirono completamente. Di questa possibilità
ci sono già alcuni segnali.”
James Madden, forecaster per Exacta Meteo,
ha riferito: “Gli effetti possono essere avvertiti già dal prossimo
inverno. I livelli di attività solare e di flusso solare, attualmente
sono stimati più bassi degli ultimi 100 anni. Sulla base dei precedenti
livelli di attività solare è inevitabile che l’attività solare e le
macchie solari continueranno a scendere fuori scala nei prossimi anni e
decenni, tra cui il prossimo periodo invernale 2015/16.”
Il Minimo di Maunder prende il nome
dell’astronomo inglese Edward Walter Maunder che aveva notato che un
minor numero di macchie solari erano state osservate tra il 1645 e il
1715.
L’articolo completo:
Enzo
Attività Solare
deca
http://www.attivitasolare.com/scende-lattivita-solare-e-minaccia-una-nuova-piccola-era-glaciale
Potrebbero interessarvi anche questi altri articoli :
1) http://decamentelibera.blogspot.it/2014/06/i-nostri-meteorologi-del-cepu-lo.html
2) http://decamentelibera.blogspot.it/2014/11/ma-quale-innalzamento-temperature.html
3) http://decamentelibera.blogspot.it/2014/12/svelata-la-truffa-del-riscaldamento.html
4) http://decamentelibera.blogspot.it/2015/02/antartide-si-riscrive-la-storia-la.html
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)
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1) http://decamentelibera.blogspot.it/2014/06/i-nostri-meteorologi-del-cepu-lo.html
2) http://decamentelibera.blogspot.it/2014/11/ma-quale-innalzamento-temperature.html
3) http://decamentelibera.blogspot.it/2014/12/svelata-la-truffa-del-riscaldamento.html
4) http://decamentelibera.blogspot.it/2015/02/antartide-si-riscrive-la-storia-la.html
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