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Dynamics in Logistics IMSAS Shelf life prediction by intelligent RFID Technical limits of model accuracy Jean-Pierre Emond, Ph.D. Associate Professor, Co-Director UF/IFAS Center for Food Distribution and Retailing University of Florida MCB Reiner Jedermann Walter Lang IMSAS Institute for Microsensors, -actuators and systems MCB Microsystems Center Bremen SFB 637 Autonomous Logistic Processes University of Bremen 1 Outline IMSAS CFDR / University of Florida Evaluation of quality Case Study “Strawberries” IMSAS / University Bremen Integration of quality models into embedded hardware Intelligent RFID Feasibility / required hardware resources 2 Center for Food Distribution and Retailing IMSAS 3 IMSAS Laboratory evaluation of shelf life models Several attributes have to be tested color firmness aroma / taste vitamin C content (Nunes, 2003) 4 Strawberries – Case Study IMSAS Joint project between IngersollRand Climate Control and UF Truck 1 - Front Pallet - Bottom 5.0 4.5 Air Product Temperature sensors were placed inside and outside the load at all locations in the trailers 4.0 Temperature (ºC) 3.5 3.0 2.5 Quality was assessed from beginning to end 2.0 1.5 1.0 How retailers evaluate the quality of a shipment? 0.5 0.0 -0.5 -1.0 Wed 07/13 Thu 07/14 Fri 07/15 Sat 07/16 Sun 07/17 Mon 07/18 Tue 07/19 Economic impact of monitoring temperature and quality prediction 5 Strawberries – Case Study IMSAS P3 - Temperature - Transport 10 = 3 full days 9 = 2 full days = 1 full day = 0 day 8 Temperature (ºC) 7 6 5 4 3 2 1 0 09/29/05 17:45 09/30/05 05:45 09/30/05 17:45 10/01/05 05:45 10/01/05 10/02/05 17:45 Time 05:45 10/02/05 17:45 10/03/05 05:45 10/03/05 17:45 Air Temperature (ºC) - B Pulp Temperature (ºC) - B Air Temperature (ºC) - C Pulp Temperature (ºC) - C Air Temperature (ºC) - T Pulp Temperature (ºC) - T RFID Temperature Tag + Prediction Models 6 IMSAS Strawberries – Case Study FEFO = First expires first out = 3 full days RFID + Models decision: = 2 full days = 1 full day = 0 day 2 pallets never left origin 2 pallets rejected at arrival 5 pallets sent immediately for stores 8 pallets sent to nearby stores 7 pallets with no special instructions (remote stores) RFID Temperature Tag + Prediction Models 7 Strawberries – Case Study Days Number left of pallets IMSAS Waste random retail Waste (RFID + Model) (Recommendation) 0 2 91.7% (rejected) (don’t transport) 1 5 53 % (25%) (sell immediately) 2 8 36.7% (13.3%) (nearby stores) 3 7 10% (10%) (remote stores) Results at the store level (22 pallets sent) 8 IMSAS Strawberries – Case Study Actual RFID + Model REVENUE COST $47,573 $49,876 $58,556 $45,480 PROFIT ($2,303) $13,076 Revenue and Profit 9 IMSAS The idea of intelligent RFID Avoid communication bottleneck by preprocessing temperature data inside RFID Function to access effects of temperature onto quality Only state flag transmitted at read out 18 Shelf Life (days) Temperature curve 12 6 T (°C) 0 0 10 20 30 10 Chain supervision by intelligent RFID Step 1: Configuration Step 2: Transport Manufacturer Step 3: Arrival Reader gate Measures and stores temperature List Calculates shelf life • Shelf life IMSAS Step 4: Post control Handheld Reader Full protocol • Temperature • Transport Info Sets flag on low quality 11 IMSAS Modeling Approaches Reaction kinetic model (Arrhenius) Shelf life / loss in days . Different model types 10 8 Tables for different temperatures 6 5 Taste 4 4 Loss per Day 4.8 days shelf life at 6 °C Tripple speed of quality decay at 14 °C Reference temperature 6 °C 2 1 Temperature °C 0 0 3 0 °C 5 °C 2 10 °C 15 °C 20 °C 1 0 Shelf life(T) Activation energy for Lettuce 2 4 6 Days 8 5 10 15 20 Differential equation for bio-chemical processes d[P] / dt = −kPPO*[P] d[PPO] / dt = kPPO[P] − kbrown*[PPO] d[Ch] / dt = kbrown*[PPO] 12 IMSAS Example Table Shift Approach Color index for Mushrooms Color index(Scaled to 20 as initial value) Only curves for constant temperature are known How to calculate reaction towards dynamic temperature? Interpolate over temperature and current quality to get speed of parameter change 20 4 °C 8 °C 12 °C 18 °C Temperature Change from 12 °C to 4 °C 18 16 14 12 10 8 6 4 2 0 0 5 10 15 20 25 Time in Days 13 Model accuracy IMSAS Measurement tolerances Parameters like firmness or taste have high measurement tolerances Question: Is this table shift approach allowed? Yes, if all entailed chemical processes have the similar activation energies (similar dependency to temperature) Otherwise testing for the specific product required 14 IMSAS Simulation 20 Parameter tolerances 1 % and 5% 18 Temperature °C and color index Comparison of reference model (Mushroom DGL) with table shift approach 16 14 12 10 8 6 Temperature °C Diff. equation model Table interpolation R=1% Table interpolation R=5% 4 2 0 0 2 4 6 8 10 12 14 16 18 20 Time in Days 15 Hardware Platforms IMSAS Wireless sensor nodes Tmode Sky from Moteiv Own development (ITEM) Goal Integration into RFID-Tag Comparable to RFID data loggers 16 IMSAS Required Hardware Resources Type of Resource Calculation of Arrhenius equations Look up table for Arrhenius model Table-Shift Approach 1.02 ms 0.14 ms 1.2 ms Program memory 868 bytes 408 bytes 1098 bytes RAM memory 58 bytes 122 bytes 428 bytes Energy 6 µJoule 0.8 µJoule 7 µJoule Processing time 17 IMSAS Available Energy Power consumption of model is not the issue Multi parameter models are feasible on low power microcontroller Reduce stand by current Power consumption per month Update every 15 minutes (Table shift / 1 Parameter) 20 mJ / month Stand by current of MSP430 (1µA at 2.2V) 5700 mJ / month Typical battery capacities Button cell 300 … 3000 J Turbo Tag (Zink oxide battery) 80 J 18 Summary and Outlook IMSAS Case study (strawberries) showed the potential to reduce waste and increase profits Quality evaluation of the level of RFID tags is feasible Testing on existing hardware of sensor nodes Development of new UHF hardware required 19 The End IMSAS Thanks for your attention www.intelligentcontainer.com 20