Conservation of Mass Problem

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Presentation transcript:

Conservation of Mass Problem A brine solution consists of a high concentration of salt in water. It is often used for food processing (like making pickles), cooking, and thawing roads.

DISCLAIMER & USAGE The content of this presentation is for informational purposes only and is intended for students attending Louisiana Tech University only. The authors of this information do not make any claims as to the validity or accuracy of the information or methods presented. Any procedures demonstrated here are potentially dangerous and could result in damage and injury. Louisiana Tech University, its officers, employees, agents and volunteers, are not liable or responsible for any injuries, illness, damage or losses which may result from your using the materials or ideas, or from your performing the experiments or procedures depicted in this presentation. The Living with the Lab logos should remain attached to each slide, and the work should be attributed to Louisiana Tech University. If you do not agree, then please do not view this content. boosting application-focused learning through student ownership of learning platforms

Apply Conservation of Mass Equations: Class Problem: 30kg of water is evaporated from a vat that contains 212kg of a 13% brine solution (13% salt; 87% water). 5kg of salt is then added to the brine. The brine solution that results from this process will contain what percentage of salt? Apply Conservation of Mass Equations: 30 kg water (Evaporated) 100% water 𝑚 𝑖𝑛 = 𝑚 𝑜𝑢𝑡 Overall: 𝑚 𝑖𝑛 = 𝑚 𝑜𝑢𝑡 Salt: 212 kg Brine Solution 5kg salt 100% salt 212𝑘𝑔+5𝑘𝑔=30𝑘𝑔+𝑋 (.13)212𝑘𝑔+5𝑘𝑔=𝑎𝑋 13% salt 87% water (1) (2) X kg Brine Solution a% salt b% water 𝑚 𝑖𝑛 = 𝑚 𝑜𝑢𝑡 Water: .87 212𝑘𝑔=𝑏𝑋+30𝑘𝑔 (3) Use equation 1 to solve for X and plug into equation 2 to find a: (1) (2) 212𝑘𝑔+5𝑘𝑔=30𝑘𝑔+𝑋 (.13)212𝑘𝑔+5𝑘𝑔=𝑎𝑋 (.13)212𝑘𝑔+5𝑘𝑔=𝑎(187𝑘𝑔) 212𝑘𝑔+5𝑘𝑔−30𝑘𝑔=𝑋 𝑋=187𝑘𝑔 (.13)212𝑘𝑔+5𝑘𝑔 187𝑘𝑔 =𝑎 𝑎=.174 17.4% salt in the final brine solution