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Tb is in Newton.f = Coefficient of frictionL = Conveyor length in meters. Conveyor length is approximately half of the total belt length.g = Acceleration due to gravity = 9.81 m/sec2mi = Load due to the idlers in Kg/m.mb = Load due to belt in Kg/m.mm = Load due to the conveyed materials in Kg/m. = Inclination angle of the conveyor in Degree.H = vertical height of the conveyor in meters.Load due to idlers (mi): This can be calculated as below:mi = (mass of a set of idlers) / (idlers spacing) ..eqn.1.2Note: The article Design an Idler for a Conveyor Belt System has detailed explanation about how to calculate idlers spacing.Power at drive pulley: The power required at the drive pulley can be calculated from the belt tension value as below:Pp = (Tb*V)/1000..eqn.1.3Where,Pp is in KW.Tb = steady state belt tension in N.v = belt speed in m/sec.Belt tension while starting the system: Initially during the start of the conveyor system, the tension in the belt will be much higher than the tension in steady state. The belt tension while starting can be calculated as:Tbs =Tb*Ks..eqn.1.4Where,Tbs is in N.Tb = the steady state belt tension in N.Ks = the start-up factorSizing of the motor: The minimum motor power can be calculated as:Pm = Pp/Kdeqn.1.5Where,Pm is in Kw.Pp = the power at drive pulley in KwKd = Drive efficiency.Acceleration : The acceleration of the conveyor belt can be calculated as:A= (Tbs Tb)/ [L*(2*mi + 2*mb+mm)]eqn.1.6Where,A is in m/sec2Tbs = the belt tension while starting in N.Tb = the belt tension in steady state in N.L = the length of the conveyor in meters.mi = Load due to the idlers in Kg/m.mb = Load due to belt in Kg/m.mm = Load due to the conveyed materials in Kg/m.Belt breaking strength: This parameter decides the selection of the conveyor belt. The belt breaking strength can be calculated as:Bs= (Cr*Pp)/ (Cv*V)..eqn.1.7Where,Bs is in Newton.Cr = friction factorCv = Breaking strength loss factorPp = Power at drive pulley in Newton.V = belt speed in m/sec.An Example of Conveyor Belt CalculationsInput data:Conveyor capacity (Cc) = 1500 t/h = 416.67 Kg/secBelt speed (V) = 1.5 m/secConveyor height (H) = 20 mConveyor length (L) = 250 mMass of a set of idlers (mi) = 20 KgIdler spacing (l) = 1.2 mLoad due to belt (mb) = 25 Kg/mInclination angle of the conveyor () = 5 0Coefficient of friction (f) = 0.02Start-up factor (Ks) = 1.5Drive efficiency (Kd) = 0.9Friction factor (Cr) = 15Breaking strength loss factor (Cv) = 0.75Calculation:First, we will use the eqn.1.2 for finding out the load due to idlers:mi = (20/1.2) = 16.67 Kg/mWe will use the eqn.1.1 for finding out the belt tension in steady state:Tb = 1.37*0.02*250*9.81*[16.67+ {2*25+ (416.67/1.5)}*cos (5)] + (20*9.81* (416.67/1.5)) = 77556.88 N.The belt tension while starting the system can be calculated by using the eqn.1.4:Tbs = 1.5 * 77556.88 = 116335.32 NFor calculating the power at drive pulley, we will use the eqn.1.3:Pp = (77556.88*1.5)/ 1000 = 116.335 KwWe will use the eqn.1.5 estimate the size of the motor:Pm = 116.35/0.9 = 129.261 KwWe will use the eqn.1.6 to find out the acceleration of the motor:A = (116335.32 - 77556.88)/ [250*{(2*16.67) + (2*25) + (416.67/1.5)}]= 0.429 m/sec2Lastly, we will use the eqn.1.7 to find out the belt breaking strength:Bs = (15*116.35) / (0.75*1.5) = 1551.33 N/mmThis Bs value is used to select the conveyor belt from the manufacturers catalogue.ConclusionThe conveyor belt calculations methodology discussed in the article is to be used only for the guidance on calculating the initial conveyor design parameters; the final design must be validated by using the FEA or other similar tools before building the prototype.ReferenceDunlop Conveyor belt technique design and calculationBridgestone Conveyor Belt Design Manual

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Tb is in Newton.f = Coefficient of frictionL = Conveyor length in meters. Conveyor length is approximately half of the total belt length.g = Acceleration due to gravity = 9.81 m/sec2mi = Load due to the idlers in Kg/m.mb = Load due to belt in Kg/m.mm = Load due to the conveyed materials in Kg/m. = Inclination angle of the conveyor in Degree.H = vertical height of the conveyor in meters.Load due to idlers (mi): This can be calculated as below:mi = (mass of a set of idlers) / (idlers spacing) ..eqn.1.2Note: The article Design an Idler for a Conveyor Belt System has detailed explanation about how to calculate idlers spacing.Power at drive pulley: The power required at the drive pulley can be calculated from the belt tension value as below:Pp = (Tb*V)/1000..eqn.1.3Where,Pp is in KW.Tb = steady state belt tension in N.v = belt speed in m/sec.Belt tension while starting the system: Initially during the start of the conveyor system, the tension in the belt will be much higher than the tension in steady state. The belt tension while starting can be calculated as:Tbs =Tb*Ks..eqn.1.4Where,Tbs is in N.Tb = the steady state belt tension in N.Ks = the start-up factorSizing of the motor: The minimum motor power can be calculated as:Pm = Pp/Kdeqn.1.5Where,Pm is in Kw.Pp = the power at drive pulley in KwKd = Drive efficiency.Acceleration : The acceleration of the conveyor belt can be calculated as:A= (Tbs Tb)/ [L*(2*mi + 2*mb+mm)]eqn.1.6Where,A is in m/sec2Tbs = the belt tension while starting in N.Tb = the belt tension in steady state in N.L = the length of the conveyor in meters.mi = Load due to the idlers in Kg/m.mb = Load due to belt in Kg/m.mm = Load due to the conveyed materials in Kg/m.Belt breaking strength: This parameter decides the selection of the conveyor belt. The belt breaking strength can be calculated as:Bs= (Cr*Pp)/ (Cv*V)..eqn.1.7Where,Bs is in Newton.Cr = friction factorCv = Breaking strength loss factorPp = Power at drive pulley in Newton.V = belt speed in m/sec.An Example of Conveyor Belt CalculationsInput data:Conveyor capacity (Cc) = 1500 t/h = 416.67 Kg/secBelt speed (V) = 1.5 m/secConveyor height (H) = 20 mConveyor length (L) = 250 mMass of a set of idlers (mi) = 20 KgIdler spacing (l) = 1.2 mLoad due to belt (mb) = 25 Kg/mInclination angle of the conveyor () = 5 0Coefficient of friction (f) = 0.02Start-up factor (Ks) = 1.5Drive efficiency (Kd) = 0.9Friction factor (Cr) = 15Breaking strength loss factor (Cv) = 0.75Calculation:First, we will use the eqn.1.2 for finding out the load due to idlers:mi = (20/1.2) = 16.67 Kg/mWe will use the eqn.1.1 for finding out the belt tension in steady state:Tb = 1.37*0.02*250*9.81*[16.67+ {2*25+ (416.67/1.5)}*cos (5)] + (20*9.81* (416.67/1.5)) = 77556.88 N.The belt tension while starting the system can be calculated by using the eqn.1.4:Tbs = 1.5 * 77556.88 = 116335.32 NFor calculating the power at drive pulley, we will use the eqn.1.3:Pp = (77556.88*1.5)/ 1000 = 116.335 KwWe will use the eqn.1.5 estimate the size of the motor:Pm = 116.35/0.9 = 129.261 KwWe will use the eqn.1.6 to find out the acceleration of the motor:A = (116335.32 - 77556.88)/ [250*{(2*16.67) + (2*25) + (416.67/1.5)}]= 0.429 m/sec2Lastly, we will use the eqn.1.7 to find out the belt breaking strength:Bs = (15*116.35) / (0.75*1.5) = 1551.33 N/mmThis Bs value is used to select the conveyor belt from the manufacturers catalogue.ConclusionThe conveyor belt calculations methodology discussed in the article is to be used only for the guidance on calculating the initial conveyor design parameters; the final design must be validated by using the FEA or other similar tools before building the prototype.ReferenceDunlop Conveyor belt technique design and calculationBridgestone Conveyor Belt Design Manual

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The second major area that requires additional research is data processing methods for interpreting sensor data. The mining industry has a critical need for processing algorithms that can take advantage of current parallel-processing technologies. Currently, the processing of seismic data can take many hours or days. Real-time turnaround (in minutes) in processing will be necessary for the data to be useful for continuous mining

The conveyor belt calculations methodology discussed in the article is to be used only for the guidance on calculating the initial conveyor design parameters; the final design must be validated by using the FEA or other similar tools before building the prototype.ReferenceDunlop Conveyor belt technique design and calculationBridgestone Conveyor Belt Design Manual

Micronutrient homeostasis is a key factor in maintaining a healthy immune system. Zinc is an essential micronutrient that is involved in the regulation of the innate and adaptive immune responses. The main cause of zinc deficiency is malnutrition. Zinc deficiency leads to cell-mediated immune dysfunctions among other manifestations. Consequently, such dysfunctions lead to a worse outcome in the response towards bacterial infection and sepsis. For instance, zinc is an essential component of the pathogen-eliminating signal transduction pathways leading to neutrophil extracellular traps (NET) formation, as well as inducing cell-mediated immunity over humoral immunity by regulating specific factors of differentiation. Additionally, zinc deficiency plays a role in inflammation, mainly elevating inflammatory response as well as damage to host tissue. Zinc is involved in the modulation of the proinflammatory response by targeting Nuclear Factor Kappa B (NF-B), a transcription factor that is the master regulator of proinflammatory responses. It is also involved in controlling oxidative stress and regulating inflammatory cytokines. Zinc plays an intricate function during an immune response and its homeostasis is critical for sustaining proper immune function. This review will summarize the latest findings concerning the role of this micronutrient during the course of infections and inflammatory response and how the immune system modulates zinc depending on different stimuli

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