A. Johnson L... 균질화

These Scrape Surface Heat Exchangers can be used on various products for heating process such as Tomato pastes, custards, margarines, oils, mayonnaise, etc. We have fully refurbished these units by changing internal gaskets, rings, sand blasting , paint job, new stainless steel frame , new controls and motor test and service ., Technical Details of VOTATOR, - Make: A. Johnson & Co London, - Year of Refurbishment: 2025, - Quantity: 5 units, - Diameter: 6 inches, - Metals: Grade 316 Stainless Steel, - Usage: Horizontal Votators, Specifications:, - Chamber Dimensions:6 Diameter Stainless Steel Chamber, - Length: 6, - 1 1/2 between end plates, - Rotating Centre:4 3/4 Diameter Stainless Steel, - Equipped with two PTFE scraper blades, - Drive:11 kW Motor Drives, - Speed: 1470 rpm (through a V-belt reduction), - Reducer:Giving a shaft speed of approximately 367 RPM., Availability:, - Location: In stock, - Available: Immediately, General Capacity Estimation Formula:, For a VOTATOR, the capacity can roughly be estimated using the following formula:, [ \text{Capacity} = \text{Chamber Volume} \times \text{Turnover Rate} ], Step 1: Calculate the Chamber Volume, The volume of a cylindrical chamber can be calculated as:, [ V = \pi \times r^2 \times h ], Where:, - ( r ) = radius (half of diameter in inches),, - ( h ) = height (length of the chamber in inches)., Given:, - Diameter = 6 inches, so radius ( r = \frac{6}{2} = 3 ) inches., - Length ( h = 6 \text{ ft} = 72 \text{ inches} )., Calculating the volume:, [ V = \pi \times (3)^2 \times 72 \approx \pi \times 9 \times 72 \approx 2036.75 \text{ cubic inches} ], To convert cubic inches to liters (since 1 cubic inch = 0.0163871 liters):, [ V \approx 2036.75 \times 0.0163871 \approx 33.39 \text{ liters} ], Step 2: Estimate Turnover Rate, The turnover rate depends on the speed of the VOTATOR and how many times the contents of the chamber can be processed. Given the shaft speed is approximately 367 RPM, you might assume a turnover rate of about 1 turnover per minute for a basic estimate., Final Capacity Estimate, Assuming 1 turnover per minute:, [ \text{Capacity} \approx 33.39 \text{ liters/min} ], Conclusion, The estimated capacity of each VOTATOR is approximately 33.39 liters per minute, Capacity Calculation:, - Estimated Capacity: 33.39 liters/minute, Convert to Liters per Hour:, [, \text{Capacity per hour} = 33.39 , \text{liters/min} \times 60 , \text{min/hour}, ], [, \text{Capacity per hour} \approx 2003.4 , \text{liters/hour}, ], Conclusion, The estimated capacity of each VOTATOR is approximately 2003.4 liters per hour.