La preparazione del gelato artigianale si basa su alcuni procedimenti importanti, come la preparazione della base, poi avviene il processo di pastorizzazione poi la mantecatura del gelato.
Se volete preparare diversi gelati di gusti differenti in breve tempo, non c’è bisogno di preparere ogni volta la singola preparazione, ma realizzare semplicemente la base e da lì poi potete realizzare i vari gusti.
Normalmente si preparano due basi principali che poi da queste ne derivano i vari gusti e sono BASE BIANCA e BASE GIALLA.
Nella preparazione dei gelati è importante comprendere un concetto fondamentale: affinché il gelato incorpori la giusta quantità di aria, non granisca, non unga il palato e si mantenga stabile nel tempo, occorre bilanciare nel modo migliore le diverse quantità di zuccheri, lipidi, componenti solidi e sostanze anticongelanti. I componenti delle miscele dei gelati cremosi sono generalmente compresi tra i valori seguenti: acqua al 60-65%; zucchero al 16-20%; lipidi al 5-10%; solidi del latte (esclusi i grassi) all’8-10%; solidi totali al 35-40%. Conoscendo la composizione chimica degli ingredienti, è già possibile preparare una miscela ben bilanciata.
GUARDIAMO IN DETTAGLIO
Il gelato è un alimento costituito da latte, uova, zucchero e frutta, quindi sicuramente è un alimento davvero completo visto che diamo al nostro organismo proteine, vitamine, grassi, zuccheri e acqua.
Si dividono in due categorie: il GELATO e il SORBETTO.
Con il gelato intendiamo un prodotto contenente grassi e proteine derivanti dalle uova e il latte, mentre nel sorbetto queste ne sono assenti dove invece troviamo solo acqua, zuccheri e frutta.
Il gelato e` costituito da una miscela di ingredienti e in gran parte da aria che rende il prodotto piu` voluminoso e soffice.
La miscela di un gelato e formata da :
ACQUA che e` l’unica parte congelabile che trasformandosi in ghiaccio solidifica il gelato.
SOLIDI che si dividono in due categorie ZUCCHERI e RESIDUO SECCO e GRASSI.
ZUCCHERI sono l’unica parte solubile in acqua e che ne abbassano il punto di congelamento.
RESIDUO SECCO E GRASSI danno corpo al prodotto ritardando lo scioglimento e lo rendono piu` cremoso.
La quantita` di solidi presenti in una miscela e` direttamente proporzionale alla consistenza e alla cremosita` del prodotto, per esempio se sono troppo scarsi il gelato tende a indurirsi durante la conservazione per effetto del congelamento dell’acqua e si formeranno frammenti di ghiaccio che durante il consumo si scioglieranno in fretta e il gelato non avra piu una buona struttura, viceversa il gelato diventa troppo sabbioso.
Le percentuali di solidi totali devono essere tra un minimo del 33% ad un massimo del 43%
Ritornando al discorso sugli zuccheri, abbiamo detto che conferiscono al prodotto cremosita`ma con un eccessiva dose conferisce una notevole dolcezza ed una eccessiva morbidezza, viceversa tende ad indurirsi e poco dolce, quindi e consigliabile mantenere una percentuale tra il 16% e il 27%.
Lo zucchero piu` usato e il classico semolato che e`costituito dal 100% di residuo secco e quindi il maggior apportatore di solidi.
Nei sorbetti che sono costituiti solo da acqua e frutta e` in pratica l’unico apportatore di solidi, e per tanto la sua percentuale sara`superiore alla norma arrivando quasi al 27% del totale.
Esistono altri tipi di zuccheri con funzioni ben precise, ma che non devono superare il 20% del totale.
IL DESTROSIO: si presenta in polvere piu` fine del semolato e ha un potere dolcificante del 75% rispetto al semolato, e utile nell’aumentare la cremosita e la conservabilita`.
IL GLUCOSIO: e uno sciroppo denso e possiede le stesse qualita` del destrosio, in concentrazione piu` o meno elevate a seconda del grado DE
ZUCCHERO INVERTITO: si ottiene dal semolato ma il suo potere dolcificante e del 127%, ma grazie a essi conserva meglio il gelato ritardandone l’invecchiamento
I GRASSI
Danno corpo al gelato e ne aumenta il sapore e l’aroma e producono una maggiore cremosita`, ma devono essere inseriti da un minimo del 4% ad un massimo del 10%.
Li troviamo nel latte, nella panna, nei tuorli d’uovo, ma anche nelle varie paste di nocciole, mandorle, cacao ecc…
RESIDUO SECCO
Sono costituiti da tutto cio` che entra a far parte della miscela e che non e` ne` zucchero, acqua e grasso e vengono chiamati altri solidi e non devono superare il 5% del totale della miscela.
Tra questa denominazione troviamo anche gli stabilizzanti che hanno la funzione di legare l’acqua, e sono generalmente formati da farina di semi di carrube e il guar.
Vengono impiegate in dose diverse a secondo del loro potere legante, per esempio gli stabilizzanti puri costituiti appunto da farina di semi di carrube e di guar si aggiungono in dosi tra il 4 e il 10g per litro di miscela, poi ci sono quelli denominate BASI che richiedono grammature da 50 a 150g per litro, ma contengono anche destrosio, latte scremato in polvere e aromi naturali.
Stabilizzanti e basi esistono sia ad uso a caldo sia a freddo, questo significa che alcuni agiscono a caldo mentre si prepara la miscela .
Esiste un’altra categoria di ingredienti utili nella preparazione del gelato e vengono denominati SOLIDI DEL LATTE NON GRASSI abbreviato dalla sigla S.L.N.G.
Hanno la funzione di sostenere il gelato durante la fase di stoccaggio evitando la diminuzione di volume e in piu` rende il gelato piu` vellutato.
I S.L.N.G. Li troviamo nel latte e nella panna in percentuale non superiore al 9%, piu alte concentrazioni le troviamo nel latte evaporato ( dal 18 al 32% ) e nel latte scremato in polvere ( 96%).
La loro percentuale di impiego varia dal tipo di miscela e viene calcolata con una formula:
( 100 – ( ZUCCHERI + GRASSI + ALTRI SOLIDI )) X 0,15
Lo 0,15 deve essere considerato come un numero fisso e rappresenta il punto di fusione del lattosio.
Gli zuccheri, I grassi ed altri solidi si intendono come valori in percentuali.
Il risultato e` la percentuale di S.L.N.G. Che dovremmo impiegare nella miscela, da cui ci potremmo discostare solo per difetto, fino ad un massimo del 2%, ( per fare un esempio, se il risultato fosse dell’ 11% non si deve scendere sotto il 9% ).
IL CALCOLO DELLA MISCELA
Perche` dovremmo impazzire per calcolare le percentuali dei vari ingredienti??
La risposta e semplice, in un gelato con diversi gusti, mantenuti nella stessa temperatura e serviti nello stesso cono o coppetta, dovranno avere avviamente la stessa morbidezza e cremosita, e quindi devono avere le stesse caratteristiche quindi deve essere tutto ben bilanciato.
Quindi dobbiamo stabilire a priori una percentuale di zuccheri, una di grassi e una di altri solidi e di calcolare la percentuale dei S.L.N.G. La somma di questi valori ci dara la percentuale del contenuto dei solidi totali.
Da questi valori ci atteremo per il calcolo dei vari gusti.
ESEMPIO
Ammettiamo che di volere tutti I nostri gusti con queste percentuali:
Zuccheri = 19%
Grassi =7%
Altri solidi =0,6% che e ` il contenuto massimo di stabilizzanti.
Ne ricaveremo applicando la formula dei S.L.N.G. Un contenuto di questi ultimi pari a :
( 100 – ( 19 + 7 + 0,6 )) x 0,15 = 11,01
che per praticita` arrotondiamo all’11%, quindi ora possiamo calcolare il contenuto di Solidi totali sommando tutte le percentuali ed otteniamo:
19 + 7 + 0,6 + 11 = 37,6%
Ora che abbiamo stabilito quali caratteristiche di devono avere I nostri gelati, vediamo quali sono le ricette fondamentali.
Tutte le possibili varieta` di gusti derivano da un numero ristretto di BASI:
Base Fior di panna
Base crema
Base magra
Base cioccolato
Base frutta
Ognuna di queste basi dara` origine ad altri gusti:
Base fior di panna
Stracciatella
After-Eight
Cocco
Lattemiele
Riso
Variegati diversi
Base crema
Crema vaniglia
Zabaione
Tiramisu`
Malaga
Zuppa inglese
Crema al caffe
Crem caramel
Croccantino
Amaretto
ecc….
Base magra
Nocciola
Gianduia
Pistacchio
Tartufo
Noce
Torrone
Mandorle
Marron glaces
Arachidi
Base cioccolato
Cioccolato al latte
Fondente all’acqua
Base frutta
Tutti I tipi di frutta
Da non confondere la base di frutta con I sorbetti che si basa solo di acqua.
La base di cioccolato origina solo gelati al cioccolato, piu` chiaro impiegando latte, piu` scuro impiegando acqua e la pasta di cacao che e ricca di grassi.
La base magra si chiama cosi perche` e essenzialmente priva di grassi, che verranno aggiunti con le paste di nocciole ecc..che determineranno il gusto del gelato.
Stabiliti I requisiti fondamentali delle miscele, proviamo ora a realizzare una ricetta, per esempio usando la base fior di panna.
Avevamo deciso in precedenza che il nostro gelato doveva avere I seguenti paramentri:
ZUCCHERI = 19%
GRASSI = 7%
S.L.N.G. = 11% ( 9% MINIMO )
ALTRI SOLIDI = 0,6% MIN.
SOLIDI TOTALI = 37,6%
Ora basandoci di questa tabella inizieremo a comporre la nostra miscela calcolata sempre su LITRO di latte e calcolando tutti gli ingredienti in grammi, rivelandone I contenuti in percentuale relativi a zuccheri, grassi, S.L.N.G. E altri solidi.
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)
Come vedete sono state rispettate le percentuali che avevamo stabilito in partenza, tollerabile con un margine del 0,2% sui grassi, zuccheri e solidi totali.
Ovviamente il calcolo con la calcolatrice richiede un po` di tempo ma e` un lavoro che si fara` una volta sola, infatti quando avrete equilibrato tutte le vostre ricette non dovete piu` calcolare nulla.
COME SI FA IL GELATO???
Una volta che abbiamo pesato bene tutti gli ingredienti, inizieremo a scaldare tutti I liquidi, tranne la panna se la ricetta la prevede, nel frattempo miscelate tutte le polveri e le unirete ai liquidi quando saranno caldi e miscelate con una frusta.
Ora la fase successiva e la pastorizzazione della miscela che consiste di portare il tutto tra I 65°c e gli 85°c semza mai smettere di mescolare.
Fate molta attenzione allo sviluppo dei batteri, le temperature critiche sono dai 10 a 40°c.
Una volta che avrete pastorizzato la vostra base, la filtriamo per eventuali grumi e la lasceremo raffreddare ben coperta nella stessa pentola, e poi se prevista unirete la panna fresca prima di passare la miscela nella gelatiera che dovra\ avere una temperatura di lavorazione tra i -8 e -12, che poi andra` conservato a -23/-25°c e servito a -14°/ -16°
I GELATI A BASE DI FRUTTA E SORBETTI
Diciamo che per le percentuali di frutta dovrebbero aggirarsi intorno al 20/30% escluso per gli agrumi.
Abbiamo già visto che i principali apportatori di solidi sono oltre al residuo secco della frutta, ma sopratutto degli zuccheri aggiunti e dei eventuali S.L.N.G. In caso che non fossero sorbetti.
Nonostante però gli zuccheri, possano essere aumentati dal 25/27% nel calcolo dei solidi totali, avremo sempre la sorpresa di trovare dei valori al di sotto di quelli prefissati per le altre basi, in realtà la quantità di solidi totali presenti nel gelato alla frutta e sorbetti va paragonata alla corrispondente percentuale delle altre basi applicando una semplice formula.
Solidi totali frutta / 2 x 3 ( solidi totali altre basi )
Per quanto riguarda i contenuti dei vari tipi di frutta, come di gran parte dei possibili ingredienti dei gelati, vi mostro una tabella che potrebbe aiutarvi.
![](data:image/png;base64,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)
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4DAPbs2RMQECCVSimKKikpMTc3b2hoAACkpqaamJg8evQIujU3N+vr6xcUFMCzh4WF4fl2CIROg61CO27cODxjR0tLi42NDc2HrUKblZW1ZMkSfK/KDJWsiR2nsLBw1qxZuEXliCNrYmcKLYfDcXBw0NfXR+lTafxDoY2Lizt+/Di+19PTEyWuSUlJmTRpEtweNWrUb7/9BrdXr1799ddf47V8fHxQ5hwILrROTk7ITlEUngIdfZBSqdTExATvrdfU1MAUfqmpqYMGDUL28PDwe/fu4QfU09N76cNgAuFfh61C23USv0NwoT127BgtUxb+94VgTew4XS3xO1Nor1+/rlQqlUplYmIirlOIfyi0dnZ2tNwUe/bsQVks5HK5kZGRTCaTSqXGxsZoUoCbmxtt/Do1NXXBggW4BRfa6dOn47tcXFzQNhLae/fudevWjYthaWkJW56amjpnzhx14QAAZs+efe3aNWbgBEKHwlahDQ0NLSkpQUWFQmFpaUnzYavQnjhxgvZQVt2kmA5vVqeTnp4OM/IiXF1dmW6siZ0ptDi0J/eQvzHrODo6GuWzdXJyamlpwfdu3Ljx4MGDqLhhw4YtW7asXLkSfxDr5+dHE9ojR46sXbsWt+BCu3DhQnyXSqEtKioKCgqiGAAAUlNTk5KS1IUDAJgyZcrDhw+ZgRMIHQpbhXbZsmVnz55FxbKyMvhbxmGr0BYXF+NZ7hUKhZGREbMKa2LHef78+dtvv42KSqVSR0eH6caa2NsXWm9vb6axPaF1c3PDH/D26tULJVFfvHjx9u3bcWdHR0eBQICKSqWSw+HQruyOHTsWL16MW1xcXPBa4O8LrUKhMDU1xWeTnzp1Cg5r04R2woQJWVlZtOBlMhkzcAKhQ2Gr0BYVFbm7u6Pi7Nmz9+3bR/Nhq9BKJBJcXXJzc4OCgphVWBM7jkwmw+O6e/euh4cH0401seNCK5fL8S6cRCJRGWZ7QpuXl2dubn7+/PlHjx6NGTOGx+OhXUql0tXVdc2aNXK5vKysLDAwcM2aNbTqs2bNwnUO4ubm9vnnn0ul0rq6utDQUJqUgr8vtACAixcv9uzZs7i4WCqVrlu3ztjYGD55pQmtTCYzMjLatWuXQqF4/Pixm5vbyZMnmVETCB0NW4UWABAUFDRhwoTS0tI1a9bAGYs0B7YKLQBg7dq1Pj4+9+7dO3LkiIGBQWNjI7MKa2KnsXXrVk9Pzzt37hw/ftzQ0FBd8vPOb1hHQOvRLlq0KCQk5MGDB5mZmebm5r/88guzykuWYKyrq4uNjY2MjExJSaGN+lIUdeDAgYiIiIkTJ8K3x2iofKOIoqiUlBQejxcVFYVPUESIxeI9e/YAAEpLS7Ozs/Fd0A7ZuXMnvksgEEyePDkiImL79u3opMXFxbT3kSiK2rp164gRI2JjY1V+FQiEToDFQktRVHJyckRExKpVq1S+UMgmoaWN6gEAsrKyeDzeJ598ggb/aLAmdiZXrlzh8XgJCQnqXnRhTeypqanotRpIenp6RETE5MmTaXN7EWStYwKhs2Gx0L4UNgntP4DE3jUhQksgdDZEaDXdCo1BYu+a/CG0Q4YM4REIhE4hODjYzs5O063QDJGRkRwOR9Ot0Bgk9q7JH0K7e/funwkEQqewatWq4OBgTbdCM6SmpnI4HE23QmOQ2LsmZOiYQOhsyNCxpluhMUjsXRMitARCZ0OEVtOt0Bgk9q4JEVoCobMhQqvpVmgMEnvXRK3QisXiwRi091ZfE4FA8N577/2LB2Ry4cIFfX39Dj0FAOD48eMouUJAQEBoaCjaNXXqVJXZj9untbUVZZMuKSl5G2Pw4MEwHSFFUUuXLnV2dg4ICECJHOrr6/v27evt7R0fH79nz56vvvpq0KBB5ubm6MXq06dP07KLEDQFC4T2yJEjtC8nzFkpk8nGjRvn7OwcGhpKWw4dwm6hXbVqlaurq7+/P54YFIfFsX/xxReurq5+fn7qlidkcewZGRnu7u7u7u74EqQ4aoVWoVD8358YGBjU19f/i81qamry8fH5Fw/IpLW19csvv+zQUwAA9u3bt3//fridmZmJr48RGRn5D4T2xIkTU6dOhdsikeg2Rrdu3eCKVzExMRMmTBCJRPfv3zczM4Naa2xsXF9fr1AofHx8Ll68WFxcnJOTs3TpUnRksVisMncVofNhgdDW1NSgb2ZeXp6VlRW0u7i4bNq0SSaT/frrr8bGxsx1G1gstBMnThw7dmxra+u9e/cMDAxQtmwctsY+ffp0Ho8nFAofPnxoampaWlrK9GFr7BcuXHBycqqpqamvr+/fvz9SBJyXDx3fuHEjJCTkVc7X2NiYk5NTXV3N3FVYWJiTk4OEBwltfX19bm4uc522O3fu5ObmMo+Tl5cnEolQ8f79+7m5uXK5/FWaV1BQQMvh1T55eXkoiQJOZWUlWglr//79Bw4cUFk9MjKSGVdubu7NmzfbOWlgYGB+fj7TvnLlSqiaCoXC0NAQ2cvKyvr37w8ACAsLg5aUlJQjR45IpVInJyfa0jw2NjYqOxmEToYFQosTEhKSk5MDALh9+zaeI2zjxo0bN26kObNVaJubm/X09FDx3r17Xl5eTDdWxi4SifC4fv/9966TuQgAYGlpiRbDamtr+9trHUMcHR35fD7cHjJkCK0y3BAKhfC9wI0bN44ePdrQ0PDRo0dw1969e62trefOnbt69Wo3N7fRo0dTFAWFNjAwcMqUKcuXLzc3N0f+9+/fNzQ0nDp16rJly5ycnFCKRw6HM3DgwBUrVkChrampMTAwiI+PX7VqlZOTEy1JEwTmg+TxeKdPn7a1tV2+fPnEiRPd3Nyg/qWmpsbFxSHnhoYGlEPx0qVLRkZG8+fP/+yzzywsLFJSUqDd19d3xowZCQkJ6enpAICEhAQfHx8fH5+EhAQAwMGDB7/77jvoOWzYMBsbm/Dw8B9++AFafvzxRy6Xu3Tp0nnz5hkaGt6+fVvl1ba1tVXZD9bV1YUbDx48+Pjjj5EdJm8AAJibm+fk5JSWllpbW4tEonfffRd9aog+ffqg60zQIGwS2tra2u7du8PtefPm4cumPn36lPmHy1ahffDgQVRUFG4xNjZmurEy9qqqquHDh+MWlY/tWBm7VCqlxdW/f/+6ujqa20uE9tmzZ3jSH3VC6+DggOeba2ho2LJlCwDg2rVrAwYMQB07iqI2btwolUqbmpq0tLSKioqgvbq62sTEBACgVCr19PSam5uRf0hISHFxMTwXyr2jUCj09fVRnj6lUhkSEoLSyyOQ0FpYWCD1SkxMhHffAABtbW00tBUREQH7mq2trTo6OqiXrFQqvby8Xrx4AQDw9fVF47oQfOgYF1rw16Hj6upqe3t7dB3kcrmhoaFKQYXXgcbixYtRqsvvv//+22+/xffCvzm5XD59+vQRI0a8ePHi8uXLzHQOAIDY2FiV4wSEToZNQuvv73/r1i24TUv8TlEUuxO/45DE77iF3YnfcVpbW2lDF1FRUVeuXKG5vURox44dW1BQgIoqhfbu3bsqc8oDAPr27QsfK9KAQouKFEXBQ505c2bkyJFPMS5fvhwcHAz++iEVFBTQBE8ikTAHapDQpqamIuONGzfmz58Pt3ft2gUFSaFQoNvPb775ZuXKlXgbcnJyYHY/X19fWvqEVxTamJgY2qXftm3bF198QWuwUChkJsoGWHcWqBJaOzs7vEhRFHwW29jYWFVVhecBXL169YULF5jHJ3QyrBHaiooKGxsbVKQJLQCACC0NVsZOhBa3jB8//vLlyzS3lwgtLXexSqFNT09fsWKFyurqrixzMhT03LlzZ1RU1Pq/AlPH44fatm0bGs5t51xIaNEdNwDg5s2bn376KdyWyWTGxsZyuTw+Pv7w4cPQGB0dPX36dFob4NRiX19f2qSwVxTaAQMG0Np25cqV8ePH04wCgYCWeAsAsGrVKvxBF7O3imYpQ8aPH19RUZGcnOzs7LxixQojIyOktURo/yOwRmj79OmD/7ji4uLu3r2Linw+H40qI9gqtDdu3Jg7dy5uQRPEcFgZ+6NHj+Lj43GLtbU1042VsUskEnzSDABg6NChzLlg7QntwoULaZ0nX19fWmUAQFFRkaenp8pG/O9//3v69CnTrk5oc3Jyxo0bR/PEHSDFxcWjR4/G3RobG5kztl4qtACAuXPnbt26Fdeqo0eP0qYro17sPxbahISE8+fP4xXXrVvHnEXFFFqRSNStWzd8TpNCocCvtkQiwW+Gbt26lZiYCLA7pNLSUvRWz7Rp05hjGoTOhx1Ce/fuXdq9/JkzZ+DYDyQzMzMyMpJWi61C+/z5c/yuora2VuVjIFbG3tTUZGZmhop8Ph8fsESwMnalUonLB0VRNN2FtPd6j7a2Ns1oamqKlC8/Px/NdO3Tp8/u3buRW3p6+siRIwEAZWVlXC4Xnyc8ePBggUCgTmgBAIaGhhUVFXBbIBB069YNPrLFPySKohwdHdH0XYVC0aNHD+aM4lcR2paWFm1t7a+//hpZ2trajIyMUJhPnz5Fj2z/sdBKpVITExP03PfFixcqPwzAeEY7derUQ4cOMeO6du0avA5hYWHoRV6pVGpvbw9VuVu3bvCRcHp6OuoQ+/r6oufiBA3CDqG1t7envWIgFouNjY1hpmeZTGZkZMRMz8lWoQUAuLi4oPkfoaGhx44dY/qwNXYPD4+MjAy4HRkZSeuhQdgae0JCwsKFC+H2/v37aeO+ELVCu3fvXg4GHBVpaGjgcrm9e/e2tLTs3bs36mkplcqoqCgtLS0/Pz8tLa2wsDAkKg8fPrS1tbW2tnZxcTExMYFfvqamJnyOFcA+g9bWVk9PTy6X6+DgYG1tjUSX9iFRFNW3b19TU1N3d3cTE5MbN24wY3N0dAQAREZGFhYWIuPNmzdnzpyJu8XExNBegxGJRA4ODg4ODpaWli4uLjU1NdDu4+NDE9q9e/fu27cPbh84cCA5ORntGjFiBD7dqbKy0tra2tXV1draumfPniofXYO/DjdJJBJzc3OmT1tbm729vZaWlpaW1uzZs/Ezost17do1HR0dLy+vXr16oehsbW3RDDKCBmGB0D5+/FjlzIyioiIjIyMtLS0dHR2VL++zWGjlcrmTk5OWlhaHw1mwYIFKH7bGTlGUi4sLjH3GjBkqfVgce1hYGPxDDg4OpqkJRK3QUgygXalU8vn8lpYW5uGkUimfz2e+ok5RVHNzM5/Px98rpVXHixRFtbS0CAQCmpF5WKFQKBAImK+r4lVUVmyniLe5ubn5pW1ARnxbpbNSqRQIBCovHcLb27u8vBwV1ekxRVF8Ph/f29LSQruDlslkfD4fnautrU2lbBM6HxYILQCA+UuHwL8IdW+3s1hoAQAURQkEgnbeVmd97Or+sgDbYxcKhUKhUN1/O1nr+L/Ft99+q3JhkdcnJycnKCioI45M+LuwQ2j/GewW2pdCYu+a/CG06lanJHQyIpEoMDCwI44cFhb24MGDjjgy4e+SlZXVZYUWLbHSNSGxd03+EFoOgUAgEAiEDsLf37+0tJT5UJZAIHQEcOhY063QDHK5nMPhaLoVGoPE3jX5Q2jJM1oCodMgz2g13QqNQWLvmhChJRA6GyK0mm6FxiCxd000I7QKhUJlwsI3FJj24KU0Nzf/u2l9CW8orBFagUBAW/0bgqcYocF6oX38+LG6F58A28WmtLS0y8ZeV1enMkUsRK3QCoVC/DkuntL89emExO+dySsmVD9z5syGDRs6ujGE/z5vnND269fPzMzs/v37uNHOzi40NDQ6OlpHRwemtwIA7Nq1S1dXNyEhwcrKirb2L4TFQltSUqKtrR0bG+vt7R0UFKTy/X62xv7kyRNtbe2YmBh/f38/P78uFTsAwMrKasSIETwez8TEBK0qiPPyHq1YLFa5OvbrQISW0JV544QWAPDpp5/iQhsXF7d37164XVlZCf8iGhsbjYyM4FIVFEX16tWLps2AvUJLUZS5uTlcRUbOiYcAAAicSURBVI6iqFmzZqlMtcLW2Llc7rNnz2AxKSlJ5T0WK2MHAAwZMuTUqVNwOz8/397enunzcqFdunQpWk0XTzkOAOjbty/avnnzpr29PYfDMTExQdnOAQBSqXTOnDlwaa7w8HD4RYRCW1xcbGNjo6WlFRcXh98Bffnllzo6OlpaWh999BEaiOjbt++1a9e0tLROnDgBLcnJyXDVq/Dw8NbWVmbLMzMztbS03N3d0V6ZTDZlyhRYC9e8MWPGSCSS0NBQDoczaNAgsVhcV1fXs2dPLS2tadOmUdiqWKtXr4ZtmzJlClphERfaCxcumJiYcDicd955p7m5+Z133oH2GTNmuLq62tnZ4a/J7tixQ09Pj8PhREZGtrOiCoFlsEBoaX+abm5uCoUiOTl5586dyFhYWNivXz/acdgqtOXl5X369EFFoVBIS30GYWXstbW1Li4uqCgWi7tOUgE4ix63dO/endmhf4nQUhSlo6ODFEVd4veNGzcGBQXBBf8EAkFMTMywYcMAADKZzNzcPCMjQyqVKpXKkpISY2NjoVDY1NTk5OQ0dOhQkUikUCg2bNgQGxsLDxUWFpaYmCgWixUKxa1bt7hcLrxB5nA4Y8eORS2ZOHFiQkKCWCxWKpUFBQUmJibMZwNaWlpSqfThw4eZmZnQYm5ufvr0ablcLpVKDx8+jNal9Pb2dnd3r6+vVyqVx48fHzp0qL+/f0tLC8yg9/3338Pq/v7+a9eubWtrUygUp06dcnR0hO1BQpuUlBQWFgYXj3z69CmXy0VpboVC4bFjx5YvX44GFoYNGzZz5kwYQk5OjoWFhbpV6wgsgwVCS0s0O3Xq1Ly8vDFjxuA+AoEAz1YLYavQZmRkLFu2DLd0nTR5+fn5XTZFoFgspn3Jhw4dyszd8hKhPXz4MN6LVSm0zc3N1tbWNA2Hsrdw4ULUAYXAfltTUxN8pwq1FR6qoqLC3d0d9z958uS6devgucRiMTQy08kdP378k08+YcaGt+ro0aOTJ0/GHSZNmgSXxPL29kZ9/7a2Ng6Hg2YtVVdXu7q6AgByc3MHDx6MV09KStq2bRv4U2hFIhGXy8UTCZSVleHfLXzouKysjDZ4npyczAyBwEpYILTOzs743pUrV/7yyy8k8TtuIYnfabAy9n8n8bupqSmFrZKsUmizsrLmzZunsrrKwRMAQFNTE0ytQztUcnKysbGxHYatrS2UXvxD+u677/CEdBA9PT2a5eTJk/r6+ufOnYPF4cOHW1tb4we3tLRctGgRAMDb21soFNIaA6mvr9fR0QEAzJ07FyanQzx9+hQm6IVCm5GR8dFHH9HagP/R4EK7efNmWj5aiUQCFZ3AetgntAsXLjx37tygQYNwoZXJZJaWlrTjsFVojx49ShNaOzs7phsrY09LS6MJLe3rAWFl7EyhHT169PXr12lu7Qnt7du3eTweblEptJcvX540aZLKRjDvZyHq8tF+//33W7ZsYS6rAf76IaWkpGzevPlVziUUCgMCAuAPYOzYsbW1tSoPri5nH8CEdsmSJb/99hvuVlpaCp9SQ6G9fPnyBx98QGsAng8ZF9rdu3fD3jCiublZ5W0ggX2wQGhpf5rBwcF8Pn/lypVpaWnIWFJSwuzVsVVoi4uLIyIiUFEmk6lLAN6Jjeoknj9/jo/2qcxlDlgau1QqpcXl4eHBzEbantD6+vrCHM4IWg9VV1cX/JntGc/urlAonjx5AgBYt24dnjAVAPD48WOKotQJbXNzs5OTE96HHjly5NOnT8FfPySRSETrv65fv37Tpk3MEAAA1dXVBgYGAIDs7OwxY8bgu5ydnWUyGXg1oa2oqPD19cXbFh0dffHiRfCn0FIUZWBggPeMc3Nz1Q0dt7a20iJdsmQJs5tOYCUsENrg4GDUeZXL5d26dQMAlJWV4coaHR2dkpJCOw5bhVYmk+np6aFnVWlpaaGhoUw3VsYOlRU9Nbt06VJAQADTjZWxAwA8PT2rqqrgNp/PV3eToVpo6+vrORzO7D9JTU0FAMyaNSsyMrKiouLRo0fu7u7ouWZ2draRkVF2dnZVVdX169etra2/+eYbAABFUX369Bk/fnxJSUl5efnatWu5XK5UKlUntACAdevWvfXWW8XFxWVlZWPHjkWzdmkf0u7du93c3IqKiiorKz/77LMePXrQHhK3tLSEhIRUVVVFRUUheRs8ePCsWbMqKiqKior69OmzcOFCaH8VoQUAzJkzB7atvLx8/PjxcMIXwCZD5ebmmpmZXblypaqqau/evW5ubuqGjgEAW7du9fLyunfvXmVl5ezZs1V+NQmshAVCW1NTo62tffr06Zs3b9ra2v7888/QHhYWFh4efv/+/cTERFdXV4qRnpOtQgsA2Lx5s729/a1btw4dOmRgYCAQCJg+bI09OTm5e/fut27dOnbsmL6+fmNjI9OHrbFXVlbq6upmZGRcuXLFwsIiNzeX6aNWaHNzc7/HyMvLg/aMjIxhw4bFxsbeu3cP929oaFi9enV4ePjy5cvR2+sAAIqirl69OmrUqPDw8LNnz8K7HqlUikQagmb2AgAePnwYExMTGRmZk5ODfqi4A6S8vHzq1KmRkZGnT5/GpyAhsrOzw8PDv/vuO/z9nIsXL37wwQexsbF4zrh2GtPW1nbo0CFUvH//fnR0NI/Hu3TpEjosev0JAFBdXb1o0aLw8PCTJ09SFIXf0T958uTu3bv4iUpKSuLj48PDw9PS0ph/SQS28iYK7fXr12lv4tfV1X388cdjxozBf0pKpfLEiRPh4eG7du1SuWoBi4UWAHDjxo3IyMjFixerfOEQsFdsAAAFBQWRkZELFixgDpxCWBz78+fPY2NjY2JiysvLVTqQtY4JhM7mTRTafwt2C+1LIbF3Tf4QWpL4nUDoNEjid023QmOQ2LsmHA6H4+fnxyEQCAQCgdAx/D8B53JqHIPdkgAAAABJRU5ErkJggg==)
BASE BIANCA
Ingredienti:
1 l di latte fresco
2 dl di panna
240 g di zucchero
50 g di destrosio
50 g di latte magro in polvere
5 g di neutro
Da questa base, corrispondente al classico gusto “fior di latte”, tramite l’aggiunta di vari ingredienti si possono ottenere diverse varianti (stracciatella, torroncino, cassata, croccantino, nocciola, caffè, meringa, bacio, cocco, pistacchio, yogurt). La ricetta proposta di seguito prevede l’utilizzo di un numero limitato di ingredienti e consente di ottenere un prodotto finale caratterizzato da un discreto potere anticongelante e sufficientemente “magro” (zucchero al 18,6%, lipidi al 6,5%, solidi del latte non grassi al 9,7%, solidi totali al 34,8%); quest’ultima caratteristica consente di agevolare il bilanciamento dei valori al momento di preparare i diversi gusti. La maggior parte degli ingredienti che vengono aggiunti a questa base presenta infatti quantità elevate di lipidi e sostanze solide (basti pensare, per esempio, alla frutta secca e al cacao).
Procedimento
Per la pastorizzazione della miscela: versate in una casseruola zucchero, destrosio e latte in polvere, quindi aggiungete il latte fresco e amalgamate con una frusta. Ponete sul fuoco e, mescolando di tanto in tanto, portate la miscela alla temperatura di 85 °C: dopo qualche secondo togliete dal fuoco, unite la panna e fate raffreddare il più velocemente possibile (eventualmente mettendo la preparazione in un bagnomaria con acqua e ghiaccio). Per la maturazione della miscela: quando la base ha raggiunto la temperatura ambiente, mettetela in frigorifero per almeno 5-6 ore o, ancor meglio, 12 ore: durante questo periodo ricordate di mescolare periodicamente la miscela.
La procedura più corretta per la preparazione della miscela richiede l’aggiunta degli elementi solidi solo quando i liquidi in fase di riscaldamento hanno raggiunto la temperatura di 35-40 °C; questo accorgimento è però necessario solo quando si preparano grandi quantità di miscela. Per migliorare la struttura del prodotto, i gelatai aggiungono generalmente 5 g di stabilizzante per ogni litro di latte. La pastorizzazione è un’operazione fondamentale (obbligatoria in gelateria), poiché riduce drasticamente la carica batterica e permette di conservare la miscela fino a 3 giorni alla temperatura di 2-4 °C; inoltre il riscaldamento consente di sciogliere le componenti solide. La pastorizzazione può essere effettuata anche mantenendo la miscela a 65 °C per 30 minuti. La fase di maturazione serve principalmente a migliorare l’idratazione delle sostanze solide, grazie a una graduale azione delle proteine del latte: questo processo consente di ridurre la formazione di cristalli di ghiaccio grossolani durante il raffreddamento.
Qui vi mostro due basi ben equilibrate per ottenere un ottimo gelato
BASE GIALLA
Ingredienti
1 l di latte fresco
1 dl di panna fresca
8 tuorli (150 g)
250 g di zucchero
50 g di destrosio
50 g di latte magro in polvere
5 g di neutro
1 baccello di vaniglia
il tradizionale gusto crema, utilizzato come base nella preparazione di mascarpone, spagnola e zabaione. La ricetta proposta è molto semplice, con una quantità non eccessiva di lipidi (zucchero al 18,5%, lipidi al 7,1%, solidi del latte non grassi al 9%, solidi totali al 36,4%). Il procedimento è identico a quello della crema all’inglese.
Procedimento
Per la pastorizzazione e la maturazione della miscela: incidete il baccello di vaniglia nel senso della lunghezza, ponetelo in una casseruola dal fondo spesso insieme con il latte fresco e portate il tutto a bollore. Nel frattempo sbattete i tuorli in una bastardella con i due tipi di zucchero fino a rendere il composto cremoso e chiaro, quindi incorporate il latte in polvere. Versate a poco a poco il latte bollente sul composto, mescolando con una frusta e facendo attenzione a non creare troppa schiuma. Trasferite il tutto nella stessa casseruola in cui avete bollito il latte e ponetela sul fuoco a calore moderato, mescolando costantemente con una spatola. Portate la miscela alla temperatura di 85 °C, togliete dal fuoco, unite la panna e fate raffeddare il più velocemente possibile. Prima dell’utilizzo, lasciate maturare la base per almeno 5-6 ore in frigorifero.
Mantecare e conservare il gelato
Introducete la miscela ben fredda (3-4 °C) nella gelatiera, facendo attenzione a non superare i due terzi del contenitore, e azionate la macchina: mediante un veloce movimento questa omogeneizzerà e mantecherà la miscela, incorporandovi aria via via che questa acquista consistenza. La riuscita dell’operazione dipende dalla rapidità del congelamento: per ottenere un gelato con una struttura ben liscia, con piccoli cristalli distribuiti in modo uniforme, sono necessarie temperature di raffreddamento molto basse e una perfetta omogeneizzazione del prodotto. Per quanto riguarda le modalità e i tempi, seguite le istruzioni allegate alla macchina; è tuttavia preferibile lasciare mantecare la miscela un paio di minuti in più anziché per un tempo leggermente inferiore: la temperatura del gelato estratto dovrebbe essere di circa –8 °C. Una volta terminato il processo di mantecatura, dovrete lasciar rassodare il gelato in congelatore finché raggiungerà la temperatura di –12/–14 °C (se deve essere utilizzato immediatamente), oppure di –20 °C (se desiderate conservarlo). È importante che durante la conservazione il gelato venga mantenuto coperto affinché non assorba odori estranei e che la temperatura sia costante, poiché un eventuale innalzamento della stessa porterebbe allo scongelamento di una parte del prodotto e quindi alla formazione di grossolani cristalli di ghiaccio.
Preparare il gelato alla frutta
Ingredienti
1 l di acqua
800 g di zucchero
200 g di destrosio
5 grammi di nautro
Come i gelati cremosi, anche quelli alla frutta sono preparati partendo da un’unica miscela, chiamata “base di frutta”. Si tratta di un composto generalmente privo di ingredienti di origine animale, preparato solo con zucchero e acqua: per questo motivo può essere conservato per più di 1 settimana. A questa miscela si aggiunge poi poco succo di limone e la purea del frutto
Procedimento
Per la “base di frutta”: versate gli ingredienti in una casseruola e portate a bollore, mescolando frequentemente. Lasciate sobbollire il tutto per 2 minuti, schiumando all’occorrenza. Fate raffreddare la miscela e conservatela in frigorifero fino al momento dell’utilizzo. Per il gelato alla frutta: in un recipiente stretto e alto versate la purea di frutta prevista dalla ricetta, aggiungete il succo di limone, la miscela di base e l’acqua, se richiesta: frullate il tutto per 1 minuto con un mixer a immersione per amalgamare bene gli ingredienti, quindi versate il composto nella gelatiera e procedete come per i gelati cremosi.
Potete personalizzare le ricette stabilendo la quantità di frutta e il grado di dolcezza desiderato e calcolando le dosi mediante una semplice proporzione. Se, per esempio, desiderate ottenere un gelato alla fragola, con il 28% di zucchero e il 45% di frutta (i valori si riferiscono a una gelatiera in grado di mantecare 800 g di composto), potete calcolare la quantità di purea di fragole mediante una semplice operazione: 800 x 45% = 360 g. Per stabilire la quantità di zucchero totale, occorre invece eseguire il calcolo seguente: 800 x 28% = 224 g. Poiché le fragole contengono cica 5,3 g di zucchero ogni 100 g, 360 g di prodotto contengono circa 19 g di zucchero: dovrete aggiungere quindi altri 205 g di zucchero. Se vi servite di una base di frutta al 50% di zucchero, per calcolare la quantità di miscela occorrente dovete semplicemente moltiplicare per 2: per 205 g di zucchero dovrete utilizzare 410 g di miscela di base. Generalmente occorrono circa 10 g di succo di limone. È necessario ora stabilire se servirà acqua per raggiungere 800 g di composto: addizionando la purea, la base di frutta e il succo di limone (360 + 410 + 10 = 780), riuscirete a stabilire che si devono aggiungere 20 g di acqua.
Oppure potete fare con un’altra dose diversa come questa :
sciroppo base per frutta
1280gr.di acqua
560gr.di zucchero
20gr.di neutro per frutta
520gr.di glucosio secco ( se non lo trovate, utilizzate quello normale ma dovete togliere il 20% di acqua )
Mescolate le polveri e unite l’acqua e portare a 80°c, emulsionate bene con un mixer a immersione, fate raffreddare velocemente a 4°c.
Gelato alla frutta
2400gr.di sciroppo di base per frutta
1600gr.di frutta fresca frullata
mescolate la purea con lo sciroppo, emulsionate bene con un mixer e mantecate nella gelatiera.
N.B. Lo sciroppo si conserva perfettamente a temperatura ambiente allungo.
BASE PER SORBETTI
1l.di acqua
1kg.di zucchero
150gr.di glucosio
Portare tutto a bollore.
Fate raffreddare e amalgamatelo con la purea di frutta scelta ed eventuali stabilizzanti e riposo in frigo 4 ore e poi mantecate.
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