Using the given delays for components, find the
contamination delay for this circuit.
NOTE: The delay values are purely random values, so ignore any
unrealistic behavior
Component | Propagation Delay | Contamination Delay |
NOT | 2 ns | 3 ns |
AND | 19 ns | 10 ns |
NAND | 1 ns | 20 ns |
OR | 13 ns | 7 ns |
NOR | 11 ns | 13 ns |
XOR | 4 ns | 3 ns |
XNOR | 11 ns | 13 ns |
Using the given delays for components, find the contamination delay for this circuit. NOTE: The delay...
Using the given delays for components, find the
propagation delay for this circuit.
NOTE: The delay values are purely random values, so ignore any
unrealistic behavior
Component
Propagation Delay
Contamination Delay
NOT
1 ns
2 ns
AND
16 ns
15 ns
NAND
16 ns
15 ns
OR
13 ns
16 ns
NOR
10 ns
12 ns
XOR
13 ns
17 ns
XNOR
16 ns
5 ns
3 x1 x1 Outl 13 R1. x1 Out2
Simplify the circuit below to obtain the most simplified SOP implementation using any method. Draw a timing diagram for the truth table of the circuit below. Assume each input combination lasts for 20 ns and the propagation delay from the input of the circuit to the output is a total of 10ns. See slide 61 of Chapter 2 slides for an example of an "ideal but with delay" timing diagram for the output. (12 pts) 1. 10 Find the critical...
5. [10 Pts] Determine the critical path in the following circuit. Also determine the propagation delay and contamination delay. Use the gate delays given in the table below Gate NOT 2-input NAND 3-input NAND 2-input NOR 3-input NOR 2-input AND 3-input AND 2-input OR 3-input OlR Ipd (ps) 15 20 30 30 45 ed (ps) 10 15 25 25 35 25 30 30 45 40 40
3. (16 pts.) A sequential circuit design is shown in the following diagram CLK CLK Frt Trl Frl FF1 D-FF clk-to-q propagation delay tpcq 15 ps D-FF clk-to-q contamination delay tccq-10 ps D-FF data setup time ts-15 ps D-FF data hold time th = 10 ps Gate 2-input NAND 2-input NOR 2-input XOIR NOT Tpd(ps) Tea(ps) 15 25 35 10 10 15 25 (8 pts.) Calculate the maximum clock frequency for reliable operation assuming there is no clock skew (8...
X Part I. Derive Bivariate Regression by hand. Again, we are using the same data set that we used in the in-class assessment. Case Dietary Fat Body Fat 22 9.8 22 11.7 14 8.0 21 9.7 32 10.9 26 7.8 30 21 17 1. Step 1: Find the mean of dietary fat x = 2. Step 2: Find the mean of body fat y = 3. Step 3: Find the sum of (x1 - x)y- y) = 3316 4. Step...