Articles

Lyophilisation: Advanced Freeze-Drying Technology for Food Preservation

{"ops":[{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Lyophilisation"},{"insert":", also known as "},{"attributes":{"bold":true},"insert":"freeze-drying"},{"insert":", is a widely used "},{"attributes":{"bold":true},"insert":"food preservation technique"},{"insert":" in the "},{"attributes":{"bold":true},"insert":"food processing industry"},{"insert":". It extends the "},{"attributes":{"bold":true},"insert":"shelf life"},{"insert":" of perishable foods while maintaining their "},{"attributes":{"bold":true},"insert":"nutritional value, texture, and flavor"},{"insert":". This "},{"attributes":{"bold":true},"insert":"non-thermal food preservation method"},{"insert":" is particularly useful for "},{"attributes":{"bold":true},"insert":"heat-sensitive food products"},{"insert":", ensuring minimal degradation."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"\nUnderstanding Freezing in Food Processing"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Freezing is a crucial "},{"attributes":{"bold":true},"insert":"unit operation in food processing"},{"insert":", where the "},{"attributes":{"bold":true},"insert":"temperature"},{"insert":" of food is reduced below its "},{"attributes":{"bold":true},"insert":"freezing point"},{"insert":", leading to "},{"attributes":{"bold":true},"insert":"ice crystal formation"},{"insert":". This process lowers "},{"attributes":{"bold":true},"insert":"water activity"},{"insert":", suppressing "},{"attributes":{"bold":true},"insert":"microbial activity"},{"insert":" and "},{"attributes":{"bold":true},"insert":"chemical reactions"},{"insert":", ensuring product stability. There are two primary "},{"attributes":{"bold":true},"insert":"freezing methods"},{"insert":":"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Slow Freezing"},{"insert":": Food is exposed to low temperatures for a longer duration, resulting in "},{"attributes":{"bold":true},"insert":"large ice crystals"},{"insert":", which may damage the texture of certain foods."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Quick Freezing"},{"insert":": Uses a "},{"attributes":{"bold":true},"insert":"lower temperature for a shorter time"},{"insert":", forming "},{"attributes":{"bold":true},"insert":"small ice crystals"},{"insert":", which help in preserving "},{"attributes":{"bold":true},"insert":"food texture and quality"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":" 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"}},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"attributes":{"bold":true},"insert":"Importance of Choosing the Right Freezing Method:"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"The "},{"attributes":{"bold":true},"insert":"selection of a freezing technique"},{"insert":" is essential to ensure product quality. "},{"attributes":{"bold":true},"insert":"Food manufacturing consultants"},{"insert":" emphasize that while "},{"attributes":{"bold":true},"insert":"quick freezing"},{"insert":" preserves texture better, it may also lead to "},{"attributes":{"bold":true},"insert":"temperature shock"},{"insert":" in some products."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"What is Lyophilisation?"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Lyophilisation or "},{"attributes":{"bold":true},"insert":"freeze-drying technology"},{"insert":" is a "},{"attributes":{"bold":true},"insert":"food processing technique"},{"insert":" that removes water from food through "},{"attributes":{"bold":true},"insert":"sublimation"},{"insert":". The process operates at extremely low temperatures (-50 to -80°C) to ensure "},{"attributes":{"bold":true},"insert":"long-term food preservation"},{"insert":". This method is widely applied to "},{"attributes":{"bold":true},"insert":"fruits, vegetables, meats, dairy, coffee, herbs, and flavors"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"insert":" 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SCORuy9rGYDh1FddcduqLE6v7SZd6J9XznNGFsoLg/oaR1qNX4kaLobNss1ttdM6mttBT0tO7OY4mYafsWpTaU0/Tc52vZqKLnAQ/ZjxtZ45XaXxLLHCzale1jc4y44GSpuyyOfT6fs9PbpLfBbaWOhk9/A1mGO8YXk/TFiktrLe+0UbqFjttsBj7hrusBdcuAaXE4aBkla1BcKO4skfQVUNSyN2w8xP2g13UfCotsjQ1KfTtmpq0VlPa6SOrDdgTNZ3Wz1Z6l80embHR1b6qktNHDUPJLpGMwSTxXXRLBxG6T082NsbbLQiNsnPNbze4P+UPDvK2aSxWmkr5K6lt1NDWSbnzMZhzvGV0kU2xqFlvH7FhZbx+xQCBdif3vLp9c1PoYrpVLdif3vLp9c1PoYrpWk7MIiIAiIgCIiAIiIAiLRddbeyvbQurqVta4ZFOZW84R17OcoCruyq7ztd5VT/qBSK3fFtF5PH+QKO9lV3na7yqn/UCkVu+LaLyeP8gV4GbeNEbCIi6GcIiIAiIgCIiAxJ8G7xLmLpyfBu8S5i2brozHvWqCIi0mQIiKQEREAXYpv5eP/auOuxTfy8f+1ef8Q+heJu3D634HoiIvJPUCIiAIiIAiIgCIiA4WuauooNIXeqoxmeKnc5p2sbJxxVfTGWWy6GmqaCOlldWw9217XmQbQ3kgelWRqu21F409XW6kmhgkqozEZJWlwaD4Ao3V6Qu89t09StuFvabTKyTaMD/4myc447lMGk7fNeiuyJrEklyl3So6NBf6+q1nd7NJTwtjpKZk0RB7p5cSN5+xRa46qqbpoCoudfbKSfma9sPMuJDW4eA1247yDvUkrNOXePV0t7s9wooe2YGQVMdRC55w0k5YQRg7+nK4rNAXaPR9TYm3ahdz1WKnnnwPzucHYO9Sqyb6et59g+nPtX3O829V9yuclqsTqOCopaeOSaaojMjA5wGGBoIPSDxXK5IBUNo78KwxGpFwdtmJuywnHEDoC3otMXahvwutquFFHNPAyGsjmhc5j9ncHMwcg7hxytnRGnK7Tvsk2rroauOrnNQC2Mte0noPRhSqTb5rva/gh3hiuTT7Ne5KERFQsEREAWW8fsWFlvH7EBAuxP73l0+uan0MV0qluxP73l0+uan0MV0rSdmEREARRW+3y69tPoNN2wVVUwd3PUksgiPQDwLv/pyuTTy8pNPIJK2HTVVBxdFAZWv8TS7dnxosw1RYCLl2a5G4wOMlNNSVDDiSGUb2nxjcfsK6iEJ2eTstacDJxuChtp1RcavXElkrbcyiibS9sDakD35yOlpxjepqeKrSOspTy2zsFTDtG3bOBIM52hu48VC+pLx9mRPKDa4V7pHRrNU3aqgvVXYaejkprZI6F7Z9rblez3wbg4HRxXNF3s+obpZqmCiqonSGOtdUMpJH7Ts9yznAMYyDnfjgtLStVDZrNrOiuMgiqW19RM2N5w6Rj/elo4nODwUz5NrbLaNDWehqWls0MAa4HiCrJJZ8qfqnZEs3XO16VRCOyp7ztd5VT/qBSK3fFtF5PH+QKOdlV3nq/wAqp/zhdm3005ttH/bZR/Aj/wALfkDwK0Dlt1kjpIg3DecnrUX5StQz6Y0lVXKkjDpmFrASMhm04DaPizlWcqVmeMXJ0iUIoFpWa5VtVa6uk1cbzSzDaqqZzYW82C3O4NAdxwN67dw1tp631U1PVV+zJC4NkLIXvZGTwDnAED7SparJ6kLPNaEiRV9qu+3Ki1/pSlt9ycbZci7nYQxha4AbsOxn+q6tquVVNry5Uj71S1FGyEOjoWM7uIji5zsY+zKLOvPsTJYVfg/V0SxFV/KrryK22iRunrvNDc4pWtPN0xfG7fvG2WlufBlWTQSOloKeSQ5e6MEnrOEX7liQlFxq+N9j2k+Dd4lzF05Pg3eJcxbd10Zi3rVBERaTIERFICIiALsU38vH/tXHXYpv5eP/AGrz/iH0LxN24fW/A9ERF5J6gREQBERAEREAREQBERAEREAREQBERAEREAWW8fsWFlvH7EBAuxP73l0+uan0MV0qluxP73l0+uan0MV0rSdmEREBx9UT1dLp+4T20M7cjhc6MuxgEDic9SquAPqaSlnuXKo9/OOjfLSxxU4y4kHYGBnjuVl67ifPo+7Rxslke6nfhkXvnbuA8aqSlbRx2ehbJyS1EErRCDVmCAbJy3u9oO2vD1qIfU/IcvMveDHNN2TkYGCvUcV403wEfR3I9C9ulWepWP0oLQFntoq+2xbqIVX/ADuYbt//AJYyt9FBY0prbQ1E4nnoqaWcYxI+JrnDHDeRlbqIgKg7KrvO13lVP+oFIrd8W0Xk8f5Ao72VXedrvKqf9QKRW74tovJ4/wAgV4GbeNEbC4Gt69lushkqKAV1K97WTxFhfhhIBOBxxxXfWQSDkbirtWcE6KOodOWafXVqrOTqOspY2vc6vkLJI4w3B3YeBk5xuAwvKlimtmndbWC40dQblXVTn07RC5wnDnZB2gMdI4lXs5zncST4yshxAwCceNRSquFNerTy9C2N2pcU015Xrz1KRraSotWoOTelrWTvloYtmpc2JzxGS3gSBhdC3N2+VzU/akUsQqKARxSCFzWukxv34xlW6HEDAJx402jjGTjqyjz169/sQ5Wklwrs7PzjU1lUOSSfTk1nuHsnR1YM/wDBJHH34P8Ai+zK/QNllbNaKN7M7JibxaQeHUVvbTt3dHd4VjirJunfH7URKnSWivu7PmT4N3iXMXTk+Dd4lzFr3XRmLetUERFqMgREUgIiIAuxTfy8f+1cOomjp4HzTvbHEwZc5x3ALy0Jq61awo6h9lfJIKR/NSbTcZ6nDwHf4V5vxCSwo9HcNnJtyrIkqL65t/ySs82/5JXk4lzPTwvkfCL75t/ySsc2/wCSUxLmML5Hyi+ubf8AJKc2/wCSUxLmML5Hyi+ubf8AJKc2/wCSVGJcxhfI+UX1zb/klObf8kpiXMYXyPlF9c2/5JWebf8AJKnEuYwvkfCL65t/ySnNv+SUxLmML5Hyi++bf8kpzb/klMS5jC+R8Ivvm3/JKc2/5JTEuYwvkfCL75t/ySnNv+SUxLmML5Hwst4/Yvrm3/JKNjfn3p4JiXMYXyIB2J/e8un1zU+hiulUt2J/e8un1zU+hiulazowiIgIjr8aofa3x6VhoZZJI3tk7YmdG5u44LCAcn7lGGM5Sqi1UlHVw2GjiHNCSpFbIZQGkZ3bGCTjr6VPNT9syWG4MtchZV80Q1zD3TN3EeHHBUncrTbbNWRQ3m+anmqp5IJKON9ZI5tRvbttI4Z2trd1BRDWuqEtLP0DCCImgu2iAMnr8K+15U7mmJoG4gDLc727uBXqrPUrHRGUQLm3qGsnonNt9YKOYbzIYhJuwd2CR96q3SssjoZTq3qp7Bqqvt3JNdb1V1D6utppJth8xzkgjA8XgW3d5q7TVdpatbc62pZX1LKSpinmL2O5zGC1p4Y3qUn7FMX7cXj2Of2VXedrvKqf9QKRW74tovJ4/wAgUc7KnfyO13lVP+cLs2+4UgttHmoZugj6/khXgctum0qOkiwDkAjgd6yuhmCIiAIiIAiIgMSfBu8S5i6cnwbvEuYtm66Mx71qgiItJkCIsPe2NjnyODWNGSScAKG61JjFzeGOpkLjXvUFNbJGU0bHVdfIcMp4d7s+HqC0fZC46mrHUOmmmOmZumuDh3LfA3rKmWl9J2/T7S+Fpnq375KmXe55PHf0Lxd8+KKP7Nj6/Y+s3P4Jst2S2u/5y1UF/L4eGpGrfo+5X6RlVqqd0dPxbb4jgDq2j0lda+Vlt0DZoYbNboWz1tQIqamiAaJJXdJx0blMMccKCcrFmuFZTWm6WmA1NXaaptV2uOMrRxA8K8T5j2k05vVqz0NvvMtqqpKKTpJUkdGqt2rDRPmh1DC2qxtiAUDHNz8jaJz9q359S222QBl6uFPT1ccXOTMOctHScAcFo0Wv9OVMLS+4MgqNzX08rXCRjvkkY4qLSyWmr5aYzNHE4SW4MLZI+LyXbjuxngrRi5SwtZZ9kZG0o4lwru0iZU17dJfayHtqhkoo6Vs8ccbzz2/O9wxgDHDetKn1aLpop97t8lJSuJcGirkw1oa8tJdjJHA9CjbHUHtuXqmiEWzJaWRc2GHDnBz+54YzjCjFqNii5F7lC2KmZdIjLHOBERIHc44gHdxwQp+XHDfh3bsltp11/hMuOrv9utltp6q61sMLZI2v2hlwO7JIwM4+xeM+rrBBboa+a5wtpJmlzJMOIcAcE4AyoHZL3TWfVNJXXmYR2qrtMMNLVOadhrgBtMO7cdxW3db9Si/i226SCht01DJKypZBtOqiXHMbTuxvJP2KJbP+e3DxKwnazy078fA7GvNR1NFpyiu2nq2ExTTxtDubD2yMcRwzw3FTKomjgidJM8MjYMuceACoU3ClZyP0FO+YiaO5kGNzTtNHPdIx1K7LzzNZYKx4DJoX073DIyCNkqNrBQhlwb9KRGzblNXxS9bZzjrfTQqqamN4pueqPgh3WH/bjH9V0blerbbHNbX1kcLnDaAOScde4FVFpmrtV95HY9PWvmqm6vjDe1mNIc1+Rlx3f1UgsMrtM6+u0eoZiIqqjgbS1MgJa8MDg5oPXvCtLZKLa5X5+BZSdX+LOiW3u/NZaqOutVdb+YmmYDLUSENcw8Q3AJ2vAvW56rsVqMrbjc4IXwta6RvdOLQeBwAepVBeKIWzRtTJVt5qGqvwqaGNzTlsJPvh1BSrS9VbJ+WC7S0zoXiW2wNY4NPdOy/awcceCn5aptdfZOiHKtenvXsS29awt1Bp6nvFNI2spKiWOGJ0Z3Evdsg7+hSKGRssTHtLSHAHLTkKg5o6WTk2uEckLXR0d9Y+RhYSIo9tu0cdWM8FdunXW99lpX2dsLaFzAY+Zbstx4AqThFRtc+zSZKk20n17OjprGFhFxOpnCYWEQGcJhYRAfSwFhZHFSiCsexP73l0+uan0MV0qluxQ73t0+uan0MV0r3VoYmERFJBFr7piSrqXV1muU1quRGHSRt2o5OrbZkbX3rjQ6e1xPK1tz1dSGmB39rW0RyEeB22dkqX36tfbrTUVMLBLKxvcMJwC47hk9WVELbf77Q2i6y6hnoH1VLPFsmGMtZsP2Ts8Tk91jKiPsHb8WS+y2intNMYoDJI952pJpXbUkh63HpXTXlBJzsTXgEBzQ7B6Mr1Uu7zKqqyAWpcpu16KWQRTTENPcQt2nHxBbaKGrVFkU3pywXC8clt5sNRb6ygrZ3yuj7bi2AckYXdlpq3U0mnIKm2VdI23zMqp31Eey3aZjAb153qxtyKVJ+xRxTVePcqDsqu85XeVU/6gUjt3xbReTx/kCjvZVd52u8qp/1ApFbvi2i8nj/IFeBx3jRGwiIuhnCIiAIiIAiIgMSfBu8S5i6cnwbvEuYtm66Mx71qgiLVudfT2yikqqyQRwsGST0+ALvKSisUtEcNjsZ7ea2ezVyeSS4n1cKynt9JJVVkgjgjGXOPo8a4dutVw1s9s9a2WisQOWw8H1HUT1BeunLFU6srI7xfY3RW1h2qWjdu2up7x/2VlsaGNa1rQ1rRgAdC+a374hLbPBDKPufb7puey+ExpVLbcXqo9FzfNnhQUVPQU0cFJEyKGMYaxgwAthEXlnOUnJ23mEREA3dQ+5PsH3IiAfYPuTd1D7kRAPsH3Ju6h9yIgG7qH3LSvUdRNaqqKjjZJPJG5jGvfsAkjG843LdX0jzyCydkY5OrVX2TSdDbbrDBHUUzAwmGTbDvDnAUl+wfciKZycpOT4kJUqH2D7k3dQ+5EUEjd1D7kREAREQBERAEREAWRxWFkcVKBWPYod726fXNT6GK6VS3Yod726fXNT6GK6V7q0ML1CIikg5Gp6mKj0/cKmop3VMMcLnPhbxe3G8Ku7TobTLu1tQVdxuD4JebqG0M9W18Mbt2yMAAnG7p6FP9YxiXS9zjdSvq2ugcDAx2y54xwB6FRNRpuOnoaF0PJpLbnulh2KyS6bbYu6b3Tm5//ioh9WWuQauNPTOz9HxkOa0t4EZC+gvKmBbBG1xy4AAkdeF6qXqVi7SZlERCwReFRPFTQPmnkZFEwbTnvdstaOskrl2TUdrvdXWQWypE8lIQJS0HZGc4weB4HgoWehDdald9lV3na7yqn/UCkVu+LaLyeP8AIFHOyq7ztd5VT/qBSO3fFtF5PH+QLpAz7xojYREXQzhERAEREAREQGJPg3eJcxdOT4N3iXNWvddGY95VtI8aqoipKaSoqHhkUbS5zj1Lh6ctU+sLoy7XRhZZ6d+aSmeMbZ+W5eLIJNZ380UL8WOieDUPb/5zxv2M9XBWjTwx08LIoWBkbBstaOAC8T4jv3zZfLg/2rufW7huf/FbHE//AHTX/wAp8PFrXkfbWhoAAAA4AdCIi8kgIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALI4rCyOKlArHsUO97dPrmp9DFdKpbsUO97dPrmp9DFdK91aGF6hERSQc+9uq2Wirdbea7cEZMXO+82sbs+BVjXU+sbq6jtN91NpamFW6OQwU7HNne1rg4hgc7fwxnCsnUlLJW2aqgiJDy3IG1s7WN+M9GeCqanoKl13rrndrXTxXerdFT2yidVxGWGJmztSNO1wy0ndvwoh9YdpZfmhdMDBHExgOQ0BufEvReVMHiCMSnMgaA49ZxvXqpepVaIyiIhY8pI2yMc2RrXMcMFrhkFV7yesbHrvWbI2ta0TR4a0YA98rDcC6MgEtJG4joUW07pJ1mv1yurbvW1Lq9wdLFKyMNyM4xhoPSoWUvIpNWlXOyGdlV3na7yqn/UC7NuFd7G0eH03wEeO5d8gLj9lV3na7yqn/AFApFbvi2i8nj/IF0gctu6SNgZxv4+BERdDMEREAREQBERAfMnwbvEoXqyuqHGGz2wg3KvOwP/hs6XFSm83GltVtnrK+ZkMEbd7nnH2eNcfk1tr6uSo1LXt/tFZup2kfBxdGPHvWbed6ex2bhHWXsev8J3SDk982qtQ0XOT0XgtSVaas1PYrTDR07QNkZc7pc7pJXVWOlOleEapze0k5ydt5hERCAiIgCIiAIiIAi+l8oAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALI4rCyOKlArHsUO97dPrmp9DFdKpbsUO97dPrmp9DFdK91aGF6hERSQcnUdLLW2eqhhJEhbkAO2drG/GejPBVNa7dVXKtumoam0NfVGSGioYW1ET3UrW7O07aDiBkgnAOSCrY1RDJUWCtiicWudGc7LtkkdIB6CRu+1U3aL/a45Llp/S1mrBVVVRAWQthLWMLQzbe5/A4IdvBOVGz+p1r/Yl9Kb0RelMHiCMSnMgaNo9ZxvXv0rxpw5sDGvO08ABx6zhe3SrPUrH6UERFBYIi5z7tRR3aK2PqAK+VhkZFg5c0cTnGFHQjqVj2VXedrvKqf9QKRW74tovJ4/yBR3squ87XeVU/6gUit3xbReTx/kC6QM+8aI2ERF0M4REQBERAEReNbUx0dJNUznEUTC9x8AUFZNRVsgHKRZ2a2u9u0uJJGRtcJ53sPBvi6xjpU1rLTc6SFkFoustvttJSBsbWxMkc54znJeD4Fz+TCilmirb7Wg9s10h2CR/gHAjx5P3KWXqeOltVTLM4tYIzkhpPR1BeFvW2c5Nrhob/AIRGb2WOf+TtLkuBAuT2r1Le9MW+81V/fK50zhPC6miawsa8g7wM8ApNJrKxSkwUd0hNTJtsiJa4t22tJOSBgYwuByKVMA5PIIpg9phfKZWSROBAL3HgRv3Lk8mnsc3St+M1M0PbUzyDnKYggHIBGR6E2sVinlks1RthdJ83XuyY27VNBBp6jrbzdaNzp3ujE0IdsPdtEYaCM+Dgtq16ps16qqijtlcTWQg7THwvjcMdIDwNoeEZCqCpqqKDkx03NVR4bS3Vxk24HbTW86SNxGeG/crAnFNqLV9rvtt2u0bdC8yVXNuZt5BAjwQD054dCiUIq/Fr0Sa9bKxnLLwT7tV2Njk+1FUVem7hXX+ta/tauqIeecwMwxkha0YHgAUjtV9tt2mlioKnnJYgHPY5jmOAPA4cAcKko46yt0DOLeKjZp77NU1LBCdowmRxDg1w7obwcKxtMRUF31Z7P0l7qbhM2lMBY6k5luySDk5AJO5Wns423+aJ92TiadL8zqvJEjuuorTaaltPcKxkU72l7Yw0uc4DjgAb18WTVFmvdLPU22tbJFT/AAvOMdE6PxteAR9yhOv6+3WflO0rW3INji5mdvOCIvIdlmD3IJ61o6tsNdfmaqvFjjc2Osoo4YQAWGpLdraODv6RxVIwTipPjefBZ0dG/wB1Lp52WJSans9VWRUkNYOflBMbXxuYH46iQAVo0WpIIZb3LdLpQmlo5Mjmg7MLMcH5G88eGVFr9IzV1BpWKzskFXTVcM8hMbmGnYwjb3kD+ijN4qaPtPlKhbE8moDu12imf/EOx/h7nrUrZLNePus+5VSbrrX85di1qPWdgrbtHbaev2qyQZja6J7WvGM9y4jZP2FfNk1TTXTUN3tbebjfQSCLLpBmQloOQM8N6hWoXwmy6CnhjdzUFTEC5sLsx+9zuxkdK3NIMt9JynamiqaRjK2ombNSvNOd7ObbktfjA3g9Kn5cc+l9qIU215J+rarsWavlfS+VnOwREQBERAEREAREQBERAEREAREQBZHFYWRxUoFY9ih3vbp9c1PoYrpVLdih3vbp9c1PoYrpXurQwvUIiKSCO63YKnTNxoo3w9sVED2QxyShm24jcAVB7e3lMorHRUvsdYGxRNiY50FS8yhgIzgbGM48K1dcz6KfrSq/44r44qiCFoo2SOdiMcdtuAcOyTvXTsfKnpSmtNLTS6gpqqtDhExjNoufl2G7yOOMKNnmrXGsiJWmlWn9FmQ55pm177AznrScvbE8whpkwdkOOAT4SsxO242uxjIBwvokAEngN6liOiogOmtR3ifWN+tt67VbHQU8UoZT7w0ubk90QCVy6/VV8Gj59XUtTEKGKTnG0PNNO3ADj3/EE5BXhZbjQ1nKnq6CKoaTVUsEURwcOdsEEA4XMhcfapqdIljhe25om02DtOwdzvEQFMaaTWtL+xKlJpulefTJFsNbVVrI6mmrzDDI0Oa3mWuxnwlci5QVf/GlkmbSTywQwzNlqWhoaC4NxnfnoKkVupxS0VPAN4jYGfcFs8UeUrX5wIjbir1oqHsqu87W+VU/6gXZt9wpRbaMGYboI+g/JHgXG7KrvO13lVP+oFJLcf7tovJ4/wAgVoHHb1Ss9wQQCOB3oiLoZgiIgCIiAKJcoMslRDQWalcRUXCYN3dDRxz96lqimnGezXKHX1xwYLcwQsHQXHOCPuWXetpg2bM23i9o47Ff5OvLVk9t9LHQ0MFLA0NiiYGNaOhbAOEWF4h9PGKgkloZJJ4lNonpKwvpQWIhyhWS7X5lsZau08UtS2oeaiRzScHgMAqWNc9waZAA/G8A5AK+k6Va/wBuHrft9iuFYsXGq/kyXHOclYJJ4nKyvlVLEQvljvFXruz3ikFD2lRRSRuD5XCR22W8ABj/AA9amGd6yvlWcrSjyK1nZkkniVnad1lfKKpYzk9ZTJxjO5YRAEREAREQBERAZ6V5yyRwjamkjjb1vcGj+q9OtUvp6Qa/5UtR019HP2mzFsUNA/fE8nPdObwJV9nDG30VlZPDHE+i9S4oaqmmdsw1MErupkjXH+hXuonS6K09b73R19npaK2TwbQfHStbGJQRuDgOpcfWuvbrpepE8tgY+zCdkD6h9Rsy90QNprMbxv6wpUFJqMeJDlhTcuBYi+VXt55RXQ6ils9qpKOWpipm1BFZUmAybQyGsw05OCOpT2jlfPRwSyx81JJG1zmZzskjJGfAocGliYUk3R6oiKhcIiIAsjisLI4qUCsexQ73t0+uan0MV0qluxQ73t0+uan0MV0r3VoYXqERFJBy3WS3SVk1XNSRSzy42nSNDuHUviq0/aqmIxyUFOASDlrADkHI9C66IRednyxoYwNbwAwF9LCygoxhZ3IiEhERAVB2VXedrvKqf9QKRW74tovJ4/yBR3squ87XeVU/6gUit3xbReTx/kCvAzbxojYREXQzhERAEREBpXqtFutNXVkZ5qMuA614cmFAaPS0U8uHS1jjOXdODwBXG5RHPqKSgtcBxPWztAHWBx9IVg00LKenhhjbssjaGgDoXk7/ADuSiNxh83epT4RVeb17HqiIvPPoAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDJGVXVfou52fW0+qNIOpny1bdmsoKh/NslPyg/BwfsViIrRk4u0VaUlT0KpptCXW6cpFBqi7W22WplK3DoKaoM5mf0OJ2W4PqXC1Hya6rusd5ZL7F1k09ayop6ueYiQRgg83w7kDB6+KvNFeO2lFquGnrZWUFJO+P2oqfVehrjqGGeCvsVmqnOgZFT1rqnZlpsNDSB3PdAHLuIVi6YtjrLYKC3STuqH00TYzK7i4gLpooe0bjh4BQVp8lXsERFzOgREQBZHFYWRxUoFY9ih3vbp9c1PoYrpVLdih3vbp9c1PoYrpXurQwvUIiKSAiIgCIvOaJk0T4pRtMeC1w6woYNeGvpJquWlhqYZKmLfJE14LmeMdC15b5a4a1tHLcKVlW5wYIXStDy48BjrVeaZpqez8ousIbfEIoYaGAsYCTjDD1rj1ETKvkDqri9pFdJGawy/4xIXAkg8elSqpPhl3Ypt4VzrtZcU9yoqd5jnq4I3ji1zwCo9dbjeqW/UHMPopbbVStibA1hMpbnupNrOMAEbsLu2nFTbKWaeNplfG0uJbvzhc+p06Zr6Lo263KJwa1op2PZzQA6MFud/TvSqlT4FE8UbXFEA7KrvOV3lVP8AqBSO3fFtF5PH+QKOdlV3na7yqn/OF2re2t9jaPEtP8BHjuD8geFXgctuskdFEHDfxRdDMEREAREJ2QXHoBKEMijG+ynKdTxOG1Bb4Odaep+5WL0qA8mEfbdXfLud7aqoxH4ACc+kKfrwN4nj2jZr+Dw/8L2j/wAm35aL2PlERcD1giIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALI4rCyOKlArHsUO97dPrmp9DFdKpbsUO97dPrmp9DFdK91aGF6hERSQEREAWDnBxjPRlZRAQS1aYvFNrW7XmqqrfJS3COOJ8LInhzWtGNxJwvCPQ1VHZp7AK6A2GWYybOw7ngwnOwDnGOHQrBTO9E6quBDWJtvj9qPiNgY0NaMADAC9OlFhAlRUPZVd52u8qp/1ApFbvi2i8nj/IFHeyq7ztd5VT/qBSK3fFtF5PH+QK8DPvGiNhERdDOEREAXN1LVmhsFdUN98yI48a6SiXKVK42anpYcmSoqGs2R0t35C57WWGLZn3mWDZNrWiQ8nFEKLR9ABxmbz58bt6kwG8rxpIGU1LDBGMMjaGgDqC91883bPoN22fydjHZrgkj5REUGgIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCyOKwsjipQKx7FDve3T65qfQxXSqW7FDve3T65qfQxXSvdWhheoREUkBERAERec8rIYnySHDWDaccZwFGgPtOtRiw6wtt+u9bQUHPl1JGyR8j2bLS1wyMA7/vC1K3XdBTRPqnUlW61xz9ryV7Q3mmuBwSd+1gHpwppuupDaV3w+1kyRc+euljk2YqGedmAQ9hbg/eVEtS4j1Bba6OormzGpijljjn7ljc+9Me1g56ThFqkQ3StEd7KrvO13lVP+oFI7d8W0Xk8f5Ao72VO/kdrvKqf9QLsW+5UAttGDcKIEQRgjthnyR4VeBx2+iOkTgEncAg38OC59ZcreaOceyFEf4bv8wzq8azTXK39rRf3hRDuG/5hnV41cz1kb53DJ4IN4yN461o1Fyt5p5f7woveO/zDOrxr5o7lbxRwD2Qoh/Db/mGdXjSxWVnQUSvINw17p+ljw5kG1NIAejdgqQvuVv5t/wDeFF70/wCYZ1eNRLRNdRVWtayufXUjI6elbTjamaMndw3+BZt8lWzZn20PmShDnJeizLUXy0hzQ5pBB4EHK03Xa2lp/vKh4f8AvDPWtKy3S3NtFIDcaIERjcahnrXjYXVn0uJXR2UBBzgg4ODg8CtP2WtvzlQ+cM9a0bbdLc2a4ZuNCM1JI/tDN/ct8KhQbTYxI7SAgkgEEjccHgtP2VtvzlQ+cM9a0bfdLcKu5E3ChAMwI/tDN/cDwooNpsOSO0gIJIBBI4jPBafstbfnKh84Z61o0V0twuNxJuNDgvZg9sM39wPCpUW0xiR2kBBJAIJHEZ4LT9lrb85UPnDPWtGkuluF1uBNxosER4PbDN/cnwootphyR2kBBcWgjI4jO8LT9lrb85UPnDPWtGnuluF4rXG40ODHFv7YZ/1eFFBuxiR2kJAIBIBPAZ4rT9l7b85UPnDPWtGruluN1t59kaEgCXf2wzd3I8KRg2w2kdpCQCASATwGeK0/Za2/OVD5wz1rRrbpbjcbaRcaIgPkye2Gbu48aRi2w5JHaQkAgEgE7hk8Vp+y1t+cqHzhnrWjcLpbjW20i40JAmOf7Qzd3B8KRg26DkkdpCQMZIGTgZPFafstbfnKh84Z61o3K6W4zW/FxoTioBP9oZu7l3hSMG3QckjtI4hrS5xAA4knC0/Za2/OVD5wz1rSvd0tzrRVgXCiJMZ3CoZ61EYttIOSSOyjiGtJcQAOJPQtIXW24H95UPAf5hnrWpeLpbnWmsAuNCSYnbhUM6vGkYttIOSSOwN4QkAEkgAcSVoQ3W2iGP8AvGh96P8AMM6vGvG5XW2m21YFxoSTE/d2wzqPhRQbdC1R1QQRkbwhIAJJwAudSXW2ikgBuND8G3/MM6vGsVt1tpoqgC40JzG7/MM6j4UwO6GJUdIEEAggg8CEO4ZPBcu33W2i30oNxoQRE3/MM6h4V6z3W2mCUeyND7w/5hnV40cHdDEjfBDgC0gg7wR0ouRabpbm2ujBuNCCIW7u2GdXjW37LW35yofOGetJQabQTRuAh2cEHBwcHgVkcVxLVdLc0VmbjRDNTIf5hng8K3hdrbn4yofOGetS4tOgpJor7sUO97dPrmp9DFdKpXsUN/J5dCN49man0MV1L21oY2ERFJAREQBEWCMgjfv6kBWVt2zyna32M7faUGz4+bK4DS2fsdqmN5DphTljx084HDI8asWg0dbqHUFTeYZq81tQGtlL6p7mvAGAC07sL6bo60tqJHtZOIXzc+6l508wX9J5vgpi1knyXYNvFijwd9q9zr2Zj4rVSsm+EbG0O8eF9G3URrO2zSQGq/53Njb+/itwDCyobt2ViqSRwtY6Xter7HJaL5E+ahe9sjmskLDlpyN438VAPc88nfzXU+eSetW4iFio/c88nfzXU+eSetPc88nfzXU+eSetW4iAqP3PPJ3811PnknrT3PPJ3811PnknrVuIgKj9z1yefNdT55J609z3yeHGbXUn/wC8k9atxfJ3tOPvQFOu5BuTJswhdRPE3/LNe/a+7aX1NyA8m0OOet8sefl1rx6SvblH0bbqeyTVNJCJdU1NSHUdbs4n5wnIaHcQ0dXBdCyU8Oo9W6kgvcUdYyjjipmRytDmsOHbRaDwJ3fcoSuN8Vfb/shyppPic1vY98nTgC211BHQRWSetZHY9cnfzXU+eSetSDkbq6ifR4iqZXyupKh9M17zklreHpU7bwClxp5BO/YqX3PHJ381VPnknrT3PPJ3811PnknrVuIlElR+545O/mqp88k9ae555O/mup88k9atxFAKid2PfJ00FzrXUADiTWSbv6r4PIBycCISG3TBmMhxrZMfflSHlXqaiq09X2ugmkheaczVEsZwWRjG4HoJJH2ZXAoJhWO0BZKgbVFLbRVSxHe15a1oAcOkd1wUxWLQiUsPo36V9z4i7H/k4lG1FbZ3t4ZbWyEeleg7Hrk7P/pdT55J611tGN9jOUjVFopRzdvEcFTHC3cyNzg7awOjO77lYoGErJdULdtPh+IqX3PHJ381VPnknrT3PPJ3811PnknrVuIlElR+545O/mqp88k9ae555O/mup88k9atxEoFQ+565PPmqp88k9a+G9j/AMnDnOay2zlzffAVsmR496l3KdqKTT9ji7VcW1dbOymicBkt2iASPCBnCiN11PbbRpq80VDTVtFfY2RiY1kYZPM10jWGXaBOR3W7eqpWnXh5i3aXMxHyB8mr3FrKCVzxxa2teT6V6+555O/mup88k9a9dQ0MGnrloirtcbYJ5altNUOY3Dp2GJxO2Rx3gHf0q1hxKthpX1a9Cqk3XVJlS+545O/mqp88k9ae555O/mup88k9atxEosVH7njk7+aqnzyT1p7nnk7+a6nzyT1q3ESgVF7nrk8+a6nzyT1rxbyBcmzn7DLfK5/yRXPJ+7aVo3xsrrPWtp6htNMYXhkzjgRnBw4+JUpYL3SSXGw0NfRGzXankfL2+WYZXAE7o38XbWMEHHFVWboO4rEup2jyBcmzX7DrfKJCfemueD920vYdj1yeH/0up88k9a0WQRXbkmuWoaqNrrwJJqltUR/EY6ORwaA7iBhoCtXTFVJW6ctlVNkyTU0UjiekloJV3CrT1RRSzy0d9iufc88nfzXU+eSetPc8cnfzVU+eSetW4iii5UfueeTv5rqfPJPWnueeTv5qqfPJPWrcQpQKid2PfJ0AS611AA6TWSetebex+5OHR84LbOWYztCtkxjx5Vhawt8dwss/Oy1EYiY54EMpYHbuDscR4FWFur5oeSfQ9Ix7msuFTTUsxB3ujc7Dh9qQjiuuaXqJOqb69ixtCaXsWj7TLa9Ms2KR0zp3NM5lO24AE5JJ/wAIUhbUQvfsNmjc/wCSHAn7lTHKVVf8Fag5+wxtpRWWqpD2QjZbtxsJa/A6cniuhqWjgsdt0hdrdE2GtNXTxSysGHStlc0ODiOPE8VMY2k+Dded0UcmrXFJvySTLeRYbvaCiguZREQBERAEREAREQBERAEREAREQBYOcbt5WUQFYVEPKA3UlVXsstjqowSyk524ObzUfi5s7zuz4l06OzX62XytutFBRyyXOBnbNO+ctbDM3O9p2TtA7XUOCnfSnSoTpUQ83ZxNH2MafsUFCZOdlBL5ZMY23niV3BwRFLd5hKgiIhIReUkjYo3SSODWNBc5x4ADpUck15pWORjJL/bWvecNBnGXHqCjoOpH+UDQU13juVVaa26Mrq1gY+FtzfBAcDAy0NOfEtOyaGu9rtmnamOXnbtaxzb46isdKyRhHdNDy3LRkDAwcYVh2m72+7xPltlZBVxMOy50Tw4A9S3+lI3HToVlU9SM6bstTTXm63i4822sr9hnNRu2mxsZkDusDOc9Sk6dKKzdhKjKIigsEREBFtc6fkvdNRS0b2NrqCobUwiT3riDvBPRkZGVwb3omp1TX1ddeGxUkxpBS08cUnOBpDw8PJwOkYxhWIcHKyDv3IslX5yI43xy7ZkHprBdrjVWH2dZTRRWgiRropTIZ5AwsBIwNncSelTrG5ERtvUiMUtAiFa9VV09IwPqpmRMJwC84QsbCLj2jUVnvT5m2m5UtY6ElsghkDtgjiD1L0t9+tNy2u0LjTVGy/mzzbwcO6vGhFnnqi0m9aeuFubKYnVULow8f4SRhRep01cb9SWehvlLR01Nb5WSl8Mxkc8sI2QO5GznAz41P8rGeCiydVX5mVxS6TvFHYqzTcPazrTNO4tqjKRI2J7tpzdjG873DirAoaaOjooKWL3kMbY2+IDA9C98b1kK1viVpWZREUFgiIgOTqGKrmtNRDboYpp3tLA2WQsbvHHOCoJbdF3d3J5aLTWNpae6WiSOenfHMXse9hJAO4YB3datBOhQm43XGuxDV10vuQG66Rq9Uz1Ut/bDTZon0cLIJDJsl4Ic/JA6xu8CzT6evFwhstHemUsdLbHtkL4pS90zmHuN2Bs8AeJU8zk4Q7jhE6Iwp3fH/r+D6HAIiKSwREQBERAEREAREQBERAEREAREQBERAEREAREQBERAeM8TJ4XxSDLHtLXDrB3FVhyi0kFLrDk+ggiY2Jlc5rRsjgInq1FCNZ6WuV91FYrhR19JTxWucziOSBz3PJaWkZDh8oonUkyHnFroeepr/TaevlFbKA0tJX3Z5kfPOP4bGtGNojIyeAxkcVHLlyj3KlsOoJKWOira201EcZmjJEUjHk7JAzxxx3qW6v0nPd7lbbvbaqCmvNAC2N88Rkie0++a5oIOPtWnqnSd51DpWe1TV9sgqJ3tc+WKkcG4Bzw2s5+1TGssX4r+xFcvzLj5nPkv+rqfVsFikltT33KmfUUs7YHAUuzs5D27f8T3w4Fq8otcXqLQ+o66pp6Sa62SeSCRzAWRS7P+INJJHiyu3Ppe7VGtLRfJLhRbNFTPp3RCndl+2WkkHa3e9Uc1bpursGhtfTS1kE9PcedqmMbEWujLugnO/wC5Q2lHyfvl2LbOOKST5r2z7m3cNT6ms8FpvNxNuntFbJFFLSQwOE0Jfwdt7RDsdWyF4XHlFldQXu6W6rt0VLa5HMFLPvlqA0BzsHI2c5wNx4Lq6Z0/c7lY7ONTVlHVU9Lzc8LKWF0e05u9u3tOOceDC+rbo652S4V4sldbxa6yc1DoKulMj2OIAIa4OAxuG4gqzSUmvTtqc4NuKb5Z9dTRrNZX6u1LTWmxUtHH23be3YZagl2CQcAgEdITWeq71YaWWobXWfnqTm3TUIjMksjN204EOGx04yDwXYk0tcjygQagbXUgp46YUva/MO2i3JJOdrHSehci48n1yqINS0kF2pmUl2l55rnwF0sbtkDBdnBbu4YVbyXn7/YlJ2/L2X8njfL5dZeULSgt1MZqapo3TGA1AjaSWk5O48P+y7Vl1Pc62+amoJ6WBjrY1vNNa7O0SwO3n7V41ekLqbhpu40dxo4622Qinm5ync5krMEHZAcCDg8clKzSV5h1Xc7nZbrRwUt0jayqinp3PeCGhocxwcANw6QVGmXj75dhG9X0/s49Tr+8x6ApL5FR0r6qWtdTPZkhrQJC0Y371vVWrbtQXumsdyqbZS11VzlQydzTzccIOA0ja3u3t6R0rUdyd3kaLgsDbxREQ1ZqRO+mcS4bZdg91x8K7mo9I1tfdrdfLbWU1NeqWJ0DjNCZIJWOwSC3IPEDpVnV9LfpWXcK+3e/se+gNTv1C25Q1DoH1FvqDA+WA/w5Rk4cOOM44ZWvZq1935Rb42X4G1wxxQt8L9rbP/6hSazU1XT05FfJSPqHHJNNCY2fcST/AFUVhop7Lyg3KYENprzCzmpHDLWTMzuPj2t3iTj5dxnXn2srLSF/hpb1ebDcHS262V95qA6vaMNe7ucRbXBucq6b1aqZulamio2NgjZCeaMe7YIG4jwqMaf5PHQ2y923UU9FcqG51UlUWRwOjMbndRLjwwvmWkvGkNHVtuqLk26mQGmtbTGRNl25rXuzh2OvAVZZwpa0vNll9eLhb8kSjQN4dftI224yDu5mHa8YJH/ZSHguHou0ewOmLdbc5MEeHHwkkn+pXc4q06xOtLKbO8CvUyiIoOgREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAXMvtloL7b5KG7UwqaST38TnEB33EIiqyU6Pe2UFNbKKOkoouap4xhjAScD7VuYRFZ5lUq0CIiEhERAMIiIAvh8bX7O21rtk5GRnB60RAfa83xseWl7WuLTlpIzg+BEQHoiIgCIiAIiIAiIgCIiAIiIAiIgP/9k="}},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":"Lyophilisation Process: Step-by-Step Breakdown"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"1. Freezing Phase"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"The product is cooled "},{"attributes":{"bold":true},"insert":"below its triple point"},{"insert":", where solid, liquid, and vapor phases coexist."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"insert":"Larger "},{"attributes":{"bold":true},"insert":"ice crystals"},{"insert":" are preferred for easier sublimation."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"insert":"Proper freezing is critical to maintain the "},{"attributes":{"bold":true},"insert":"sensory and structural integrity"},{"insert":" of the product."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"2. Primary Drying (Sublimation)"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"The "},{"attributes":{"bold":true},"insert":"pressure is lowered"},{"insert":" while heat is applied, allowing the "},{"attributes":{"bold":true},"insert":"ice to convert directly to vapor"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"insert":"Nearly "},{"attributes":{"bold":true},"insert":"95% of the water"},{"insert":" is removed in this phase."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"insert":"Controlled "},{"attributes":{"bold":true},"insert":"pressure and temperature management"},{"insert":" is essential to prevent "},{"attributes":{"bold":true},"insert":"texture degradation"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"3. Secondary Drying (Desorption)"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"Focuses on removing "},{"attributes":{"bold":true},"insert":"residual unfrozen water"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"insert":"Higher temperatures and further pressure reduction enhance "},{"attributes":{"bold":true},"insert":"moisture removal"},{"insert":"."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"insert":"Inert gases like "},{"attributes":{"bold":true},"insert":"nitrogen"},{"insert":" are used to stabilize the product before packaging."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"color":"black"},"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"color":"black"},"insert":" 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"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"insert":"Industrial Requirements for Lyophilisation"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nSetting up a "},{"attributes":{"bold":true},"insert":"lyophilisation plant"},{"insert":" involves key components such as:"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Drying chamber"},{"insert":" with temperature-controlled plates."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Cooling system"},{"insert":" to maintain required low temperatures."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Vacuum system"},{"insert":" for pressure reduction."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Capacitor system"},{"insert":" to collect moisture from drying products."},{"attributes":{"align":"justify","list":"bullet"},"insert":"\n"},{"insert":"Leading "},{"attributes":{"bold":true},"insert":"food industry consultants"},{"insert":" focus on optimizing these elements to enhance efficiency in "},{"attributes":{"bold":true},"insert":"freeze-drying plants"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":" 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"}},{"attributes":{"align":"center"},"insert":"\n\n"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"Pros and Cons of Freeze-Drying Technology"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Advantages of Lyophilisation"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"✅ "},{"attributes":{"bold":true},"insert":"Retains nutritional value"},{"insert":" and "},{"attributes":{"bold":true},"insert":"sensory properties"},{"insert":". "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"✅ Prevents "},{"attributes":{"bold":true},"insert":"chemical degradation"},{"insert":" and "},{"attributes":{"bold":true},"insert":"microbial growth"},{"insert":". "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"✅ Reduces "},{"attributes":{"bold":true},"insert":"weight and bulk"},{"insert":", making "},{"attributes":{"bold":true},"insert":"storage and transportation easier"},{"insert":". "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"✅ Extends "},{"attributes":{"bold":true},"insert":"shelf life"},{"insert":" significantly, supporting "},{"attributes":{"bold":true},"insert":"food business consultancy strategies"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Challenges of Lyophilisation"},{"attributes":{"align":"justify","header":3},"insert":"\n"},{"insert":"❌ Produces a "},{"attributes":{"bold":true},"insert":"highly hygroscopic product"},{"insert":", requiring strict "},{"attributes":{"bold":true},"insert":"storage conditions"},{"insert":". "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"❌ "},{"attributes":{"bold":true},"insert":"Time-consuming and expensive"},{"insert":" due to complex machinery and long processing times. "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"❌ Not suitable for "},{"attributes":{"bold":true},"insert":"all food products"},{"insert":", particularly those with high "},{"attributes":{"bold":true},"insert":"fat content"},{"insert":", as they may experience "},{"attributes":{"bold":true},"insert":"rancidity"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"\nThe Growing Demand for Freeze-Dried Products"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nWith the "},{"attributes":{"bold":true},"insert":"fast-paced lifestyles"},{"insert":" of consumers, there is a rising demand for "},{"attributes":{"bold":true},"insert":"convenient and long shelf-life food products"},{"insert":". "},{"attributes":{"bold":true},"insert":"Food business consultants"},{"insert":" recommend "},{"attributes":{"bold":true},"insert":"freeze-drying technology"},{"insert":" for bulk food handling in large-scale industries. Innovations in "},{"attributes":{"bold":true},"insert":"packaging and processing"},{"insert":" continue to drive the growth of the "},{"attributes":{"bold":true},"insert":"freeze-dried food industry"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n"}]}

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