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- 1. The projection of the liquidus surface of the ternary system A-B-C is given below; a) Draw the isothermal sections at 400°C and room temperature. (20p.) b) For composition X, what is the amount and composition of solid phase at its solidus temperature? What would you suggest to increase its amount by keeping temperature constant? (20p.) A (705°) B (924°) A.B 569° 547° 850 650- X 550- 513 $450 460° 550 500 484° 400° 500- 550- -650- 600- 750- Yo A3B2C 2B.C 736° 683° B.C wt.% 660° A3C 580° A6C (684°)I need typing clear urjent no chatgpt used i will give 5 upvotes pls full explainVishnu
- (4) Air at 100kPa, 295K and moving at m 710 is decelerated isentropically to S m 250. Determine the final static S temperature and static pressure. [515 K, 702kPa]Q2: A PI controller has K, 2.0, K2.2 s¹, and pi(0)=40%. Calculate the output for an error given by fig. 3 ep (%) -2 Fig. 3 Figure I (seconds)C (Ib/gal) - 5.8. A mixing process may be described as follows: A stream with solute concentration Ci (pounds/volume) is fed to a perfectly stirred tank at a constant flow rate of q (volume/time). The perfectly mixed product is withdrawn from the tank, also at the flow rate q at the same concentration as the material in the tank Co. The total volume of solution in the tank is constant at V. Density may be considered to be inde- 2.1 2.0 1.9 1.8 1.7 W FIGURE P5-8 10 6:30 A.M. Time 6:52 A.M. pendent of concentration. A trace of the tank concentration versus time appears as shown in Fig. P5-8. (a) Plot on this same figure your best guess of the quantitative behavior of the inlet concentration versus time. Be sure to label the graph with quantitative infor- mation regarding times and magnitudes and any other data that will demonstrate your understanding of the situation. (b) Write an equation for C; as a function of time. Data: tank dimensions: 8 ft high by 5-ft diameter Tank volume V: 700…