Search or add a thesis

Advanced Search (Beta)
Home > Study and Analysis of Space Radiation Effects on Vlsi Microelectronics Devices

Study and Analysis of Space Radiation Effects on Vlsi Microelectronics Devices

Thesis Info

Access Option

External Link

Author

Sajid, Muhammad

Program

PhD

Institute

COMSATS University Islamabad

City

Islamabad

Province

Islamabad.

Country

Pakistan

Thesis Completing Year

2016

Thesis Completion Status

Completed

Subject

Electrical Engineering

Language

English

Link

http://prr.hec.gov.pk/jspui/bitstream/123456789/10353/1/final%20PhD%20thesis%20to%20be%20submitted2%20on%206%20Sep%202016.pdf

Added

2021-02-17 19:49:13

Modified

2024-03-24 20:25:49

ARI ID

1676727840205

Similar


This research thesis presents the assessment/determination of level of hazard/threat to emerging microelectronics devices in Low Earth Orbit (LEO) space radiation environment with different orbital parameters to predict the performance of onboard memories and/or random logic devices fabricated in 65 nm technology node. In this context, the various parameters for space radiation environment have been analyzed to characterize the ionizing radiation environment effects on proposed VLSI devices. The space radiation environment has been modeled in the form of particles trapped in Van-Allen Earth Radiation Belts (ERBs), Energetic Solar Particles Event (ESPE) and Galactic Cosmic Rays (GCRs) whereas its potential effects on Device- Under-Test (DUT) has been predicted in terms of Total Ionizing Dose (TID), Single-Event Effects (SEE) and Displacement Damage Dose (DDD). The required mitigation techniques including necessary shielding requirements to avoid undesirable effects of radiation environment at device level has been determined with assumed typical Aluminum shield thickness of 100 mils or 2.54 mm. In order to evaluate space radiation environment and analyze energetic particles effects on six transistors (6T) Static Random Access Memory (SRAM) bit-cell, Outil de Modélisation de l‟Environnement Radiatif Externe (OMERE) toolkit developed by Tests & Radiations (TRAD) company/organization located at Toulouse France was utilized. Therefore, this thesis focuses on the radiation response of 6T SRAM bit-cell circuits operating in radiation environment existing at LEO. The performance of bulk CMOS technology based devices was evaluated by characterizing its susceptibility to Single Event Upsets (SEUs). Further, the impact of technology scaling on SEU rates, Linear Energy Transfer (LET) threshold and area of cross-section per bit/device due to ionizing radiation environment at an altitude up to 1000 km was simulated. Due to irradiation of gate and drain regions of off-state NMOS transistor in SRAM bit cell with LET spectrum of particles transmitted through shielding, the magnitude and pulse duration of generated transient current translated to voltage pulses were analyzed. The sensitive strike locations for 65 nm SRAM bitcell were presented in SEU map whereas Cumulative Distribution Function (CDF) for upset probability regarding SEU occurrence was presented as a function of Vdmin i.e. minimum differential voltage between the internal complementary storage nodes of SRAM represented by Q Q (Q-bar). Finally, the SEU sensitive parameters required to predict SEU rate of on-board target device i.e. 65nm SRAM was calculated with typical Aluminum spot shielding using fully physical mechanism simulation. Moreover, contribution of Multiple Cell Upsets (MCUs) towards total SEU rate for 65nm SRAM bitcell was determined with Multi Scale Single Event Phenomenon Prediction Platform (MUSCA SEP3) toolkit The effect of TID on MOS devices in LEO environment to cause electrostatic potential variations and drain leakage current “Id” was determined with Genius device simulator module of Visual TCAD. Finally, effect of Displacement Damage Dose (DDD) was estimated for 1 MeV electron and 10 MeV protons fluence with the help of OMERE-TRAD toolkit. In order to characterize the robustness of scaled CMOS devices, state of the art simulation tools such as Klayout, GDS2MESH, Visual TCAD/Genius, GSEAT/Visual Particle, runSEU and MUSCA SEP3 were utilized whereas LEO radiation environment assessment as well as single event upset rate prediction was accomplished with the help of OMERE-TRAD software.
Loading...
Loading...

Similar Books

Loading...

Similar Chapters

Loading...

Similar News

Loading...

Similar Articles

Loading...

Similar Article Headings

Loading...

ہک واری تاں پھیرا پا

ہک واری تاں پھیرا پا
درشن اپنا آپ کرا
ناں تاں ساڈا سن لیندا اے
بھانویں یار ہے بے وفا
جیہڑی چنگیر تیری وچ روٹی
پڑھ بسم اللہ اوہنوں کھا
لگدا اس دی منگنی ہو گئی
ٹردی پئی چنی لٹکا
ملنا خوشی غمی تے چاہیدا
دنیا دا ہے رکھ رکھا
جو گدا بوہے تے آوے
خیر خوشی نال اوہنوں پا
ساری عمر گناہیں گزری
ہن تاں در توبہ دے آ

Citizens' Assessment on Programs for Education of the Local Government Unit of Banga, Aklan

Citizen Satisfaction Index System (CSIS) was used to assess the delivery of support to education initiatives in the municipality of Banga, Aklan, Philippines. The samples were determined using multiple application of stratified random sampling approach. In accordance with the Philippine Statistical Authority's Data on Census Population and Housing for 2015, barangays having a bigger share of the population contributed more respondents to the 150 targeted participants. Following the inclusion criteria, the probability respondents were chosen using the Kish Grid. Pre-numbered questionnaires were distributed, with odd numbers targeting male responders and even numbers targeting females. The following criteria were used to evaluate the respondents' assessments: awareness, availment of the program/service, satisfaction, and need for action. Furthermore, interviews were conducted to better understand and investigate the respondents' thoughts, behavior, and perspectives. The reasons for their reaction were also obtained. The data was provided in percentage as well as frequency distributions. The study inferred that awareness on alternative learning system and/or special education program should be improved since it is the only program that attained low rating for awareness. Most of the residents were not able to avail education programs because they have no household member who attends school. Majority of the respondents who availed the services were satisfied. However, scholarship and other assistance programs to students may be enhanced to improve service delivery. It is highly recommended by the citizens to improve accessibility to scholarship programs and other forms of financial assistance to students.

On Ramsey Numbers of Path Versus Wheel-Like Graphs

The study of classical Ramsey numbers R(m, n) shows little progress in the last two decades. Only nine classical Ramsey numbers are known. This difficulty of finding the classical Ramsey numbers has inspired many people to study generalizations of classical Ramsey number. One of them is to determine Ramsey number R(G, H) for general graphs G and H (not necessarily complete). One of the most general results on graph Ramsey numbers is the establish- ment of a general lower bound by Chv ́atal and Harary [17] which is formulated as: R(G, H) ≥ (χ(H) − 1)(c(G) − 1) + 1, where G is a graph having no isolated vertices, χ(H) is the chromatic number of H and c(G) denotes the cardinality of large con- nected component of G. Recently, Surahmat and Tomescu [41] studied the Ramsey number of a combina- tion of path P n versus Jahangir graph J 2,m . They proved that R(P n , J 2,m ) = n+m−1 for m ≥ 3 and n ≥ (4m − 1)(m − 1) + 1. Furthermore, they determined that R(P 4 , J 2,2 ) = 6 and R(P n , J 2,2 ) = n + 1 for n ≥ 5. This dissertation studies the determination of Ramsey number for a combination of path P n and a wheel-like graph. What we mean by wheel-like graph, is a graph obtained from a wheel by a graph operation such as deletion or subdivision of the spoke edges. The classes of wheel-like graphs which we consider are Jahangir graph, generalized Jahangir graph and beaded wheel. First of all we evaluate the Ramsey number for path P n with respect to Jahangir graph J 2,m . We improve the result of Surahmat and Tomescu for m = 3, 4, 5 with n ≥ 2m + 1. Also, we determine the Ramsey number for disjoint union of k identical copies of path P n versus Jahangir graph J 2,m for m ≥ 2. Moreover, we determine the Ramsey number of path P n versus generalized Ja- hangir graph J s,m for different values of s, m and n. We also, evaluate the Ramsey number for combination of disjoint union of t identical copies of path versus general- ized Jahangir graph J s,m for even s ≥ 2 and m ≥ 3. At the end, we find the Ramsey number of path versus beaded wheel BW 2,m , i.e. R(P n , BW 2,m ) = 2n − 1 or 2n if m ≥ 3 is even or odd, respectively, provided n ≥ 2m 2 − 5m + 4.