Determine the input – output relation of the combined system; Si connected in series with S2, i.e., S=S1.S2 x1(n) yı(n) x(п) y(n) у-(п) S1 S2 S= ? x2(n) S1 : y1(n) = 2 x1(n) + 3 x1(n-1) S2 : y2(n) = X2(n-1) + 2 x2(n-2) II
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Determine the input – output relation of the combined system; S1 connected in series
with S2, i.e., S=S1.S2
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- Given 3 parallel thermal units U1, U2 and U3 where their input-output fuel functions are as follows: Input-Output function (MBtu/h) Fuel Cost ($/MBtu) 1.0 H₁ (P₁)=250 + 3*P₁ + 0.025*P₁² H₂(P₂) 140 + 0.8*P₂ +0.006*P₂² H3(P3) = 375 +1.25*P3 +0.01*P3² 2.5 1.2 Period j U1U2U3P1 P2 P3 1 7 2 8 3 11 12 1 2 3 No start-up costs; no minimum up- or downtime constraints are considered. The Lagrange Relaxation Method is used to solve the unit commitment problem of these 3 units, with the starting A values given in the below table: 4 Unit The output power and status of unit 2 in load period 2 is: Select one: a. Unit 2 is ON, P2= 200 MW O b. Unit 2 is OFF, P2 = 0 MW O c. None of these O d. Unit 2 is ON, P₂ = 180 MW Min MW Max MW 100 150 75 200 600 300Ex (H-w). A. Shown in VL1gL-628mH SOH7 YR ER=752 CalculateAhe Supplyvollage.b) Use the ALU 74181 in the figure below and the tables (one is enough; second maybe, need to check the new kit) to implement : A + B, A – B, A. B. (MSB) (LSB) 10 (MSB) F3 F2 F1 FO S3 Cn+4 16 s2 20 U14 15 S1 14 so A3 A2 A1 AO B3 B2 B1 B0 M Cn 24 23 22 21 28 27 T26 25 (LSB) (MSB) (LSB)(MSB) (LSB) And given that under M = 1 the circuit performs the following arithmetic and logic functions according to Table 11.1. Input selection S3 Output M-H S2 SI Cn=L. F3 F2 F1 FO A 1 -A В -B A&B AxB 1 A'B 1 Ax(-B) (-A)xB (-A)x(-B) 1 1 ACTIVE HIGH DATA M-L: ARITHMETIC OPERATIONS SELECTION M-H LOGIC s3 s2 s1 so Ino carry) (with carry) F-A PLUS 1 F- LA + B) PLUS 1 F- (A + BI PLUS 1 FUNCTIONS L L F-A F-A+B F-AB F-A H FA+B F-A+T F- MINUS 1 12s COMPL) F-A PLUS AB F- IA + BI PLUS AB L L L L F-0 F-ZERO F- AB F-A PLUS AB PLUS 1 F- (A + BI PLUS AB PLUS 1 L L L H L F-AOB F- AB L L F-A MINUS B MINUS 1 F-A MINUS B F- AB MINUS 1 F- A F-A PLUS AB PLUS1 F-A PLUS B PLUS 1 F- IA + B PLUS AB PLUS 1 L H L F-A PLUS AB…
- Given 3 parallel thermal units U1, U2 and U3 where their input-output fuel functions are as follows: Input-Output function (MBtu/h) Fuel Cost ($/MBtu) 1.0 H₁ (P₁) 250+ 3*P₁ +0.025*P₁² H₂(P₂) = 140 + 0.8*P₂ +0.006*P₂² H3(P3) = 375 +1.25*P3 + 0.01*P3² Unit 1 2 3 Select one: Ⓒa. OMW O b. None of these O c. 500MW O d. 800MW In load period 1, the available spinning reserve is: 2.5 1.2 300 500 600 1075 Min MW Max MW No start-up costs; no minimum up- or downtime constraints are considered. The unit commitment of these 3 units is to be solved using the priority list method based on the full load average fuel costs. The below table showing the load over 4 periods in time (Note: a unit's status is 1 if the unit is ON, and 0 if the unit is OFF): Period t Pload (MW) U1 U2 U3 Max MW Spinning Reserve 1 2 3 4 100 150 75 200 600 3001. Obtain the state diagram and a primitive flow table for a circuit with two inputs X1 and X2 and two output Zland Z2 that satisfies the following four conditions:- i) When X1X2 =00 output Z1Z2=00. ii) When X1=1 &X2 changes from 0 tol, the output Z1z2 =01. iii) When X2=1 &X1changes from 0 to 1, the output Zizz=10. iv) Otherwise the output does not change 2. Design an asynchronous sequential circuit with two inputs X1 and X2 and one output Z. The output goes to 1 at the end of the input sequence 01=> 11 => 10. Then the output will return to zero. No other sequences cause output to go to 1. 3- Design a 3-bit simultaneous ADC with a full-scale output equal to (10 v) using a clock frequency of 1MHZ. 1- Draw the circuit diagram. 2- Write the table represents the values of the input voltage, comparator output and binary output for this circuit. 3- Find the equations of the binary output bits, i.e., the equations of MSB, 2nd bit and LSB. 4- Find the digital conversion of the analogue…1. Obtain the state diagram and a primitive flow table for a circuit with two inputs X1 and X2 and two output Zland Z2 that satisfies the following four conditions:- i) When X1X2 =00 output Z1Z2=00. ii) When X1=1 &X2 changes from 0 tol, the output Z1z2 =01. iii) When X2=1 &X1changes from 0 to 1, the output Z1Z2=10. iv) Otherwise the output does not change
- 1. Obtain the state diagram and a primitive flow table for a circuit with two inputs X1 and X2 and two output Zland Z2 that satisfies the following four conditions:- i) When X1X2 =00 output zi2=00. ii) When X1=1 &X2 changes from 0 to1, the output Z1Z2 =01. iii) When X2=1 &X1changes from 0 to 1, the output Z1Z2=10. iv) Otherwise the output does not change*66 2_54182140254502... Figure 3-16 7. Calculate the e as ess = lim sE(s) - lim s R(s) S0 1+G(s) 2100s 7. Calculate the es as es = lim sE (s) = lim s- 1 Bís) S0 1+G(st of For R1-47 0, R2=72 Q, R3=104 Q, V1=6 V, 1=40 A & K1=4.5, use the principle of superposition to find : R2 KIV, R3 V1 I1 R1 V01 (in volt) due to V1 only= a. 0 b. -0.028190603132289 C. -0.018793735421526 d. -0.0093968677107631
- 1. Obtain the state diagram and a primitive flow table for a circuit with two inputs X1 and X2 and two output Z1and Z2 that satisfies the following four conditions:- i) When X1X2 =00 output Z1Z2=00. ii) When X1=1 &X2 changes from 0 to1, the output Z1Z2 =01. iii) When X2=1 &X1changes from 0 to 1, the output Z1Z2=10. iv) Otherwise the output does not changeUse Kirchoff’s rules to calculate I1, I2, and I3 using the above values for the emf and Rs. Remember, there is one more junction than is needed (the last would not be independent). Use the indicated current directions, which may or may not be correct.Calculations of heat loss, HL, and heat gain, HG, must be compliant according to ASHARE HX212. True False