D 16.29 Design a minimum-size 6 T SRAM cell in a 0.13−μm process for w

Question

Notify Me Bookmark

D 16.29 Design a minimum-size 6 T SRAM cell in a 0.13−μm process for which VDD = 1.2 V and Vtn = |Vt| = 0.4 V. All transistors are to have equal L = 0.13 μm. Assume that the minimum width allowed is 0.13 μm. Verify that your minimum-size cell meets the constraints in Eqs. (16.5) and (16.11).

D 16.29 Design a minimum-size 6 T SRAM cell in a 0.13−μm process for which VDD = 1.2 V and Vtn = |Vt| = 0.4 V. All transistors are to have equal L = 0.13 μm. Assume that the minimum width allowed is 0.13 μm. Verify that your minimum-size cell meets the constraints in Eqs. (16.5) and (16.11).

Image text

D 16.29 Design a minimum-size 6T SRAM cell in a

0.13 - μ m

process for which

V_{D D} = 1.2 V

and

V_{t n} = | V_{t} | =

0.4 V

. All transistors are to have equal

L = 0.13 μ m

. Assume that the minimum width allowed is

0.13 μ m

. Verify that your minimum-size cell meets the constraints in Eqs. (16.5) and (16.11).

\begin{array}{l} \frac{(W / L)_{a}}{(W / L)_{n}} \leq \frac{1}{{(1 - \frac{V_{t n}}{V_{D D} - V_{t n}})}^{2}} - 1 \\ \frac{(W / L)_{p}}{(W / L)_{a}} \leq (\frac{μ_{n}}{μ_{p}}) [1 - {(1 - \frac{V_{t n}}{V_{D D} - V_{t n}})}^{2}] \end{array}

Detailed Answer

Ask Your Doubt Rate This Answer Request Video Solution

Previous question

Next question

Submit Questions

Similar/Related Questions

Solution

Solution

Solution