This isn't one of my better ones, but I've got to do what I have to do -.-
Ever since I was young, I found electrons magically fascinating and intellectually captivating. Their awesome ability to deliver power and to secure information over thousands of miles despite their infinitesimal size baffled my imagination. When I began to illuminate and dissect the black box of matter, I discovered electrons' ubiquitous intricacy and helplessly surrendered to their intriguing allure; I quickly became engrossed with independent research on electricity.
Recently, I became immersed with the development of sensors for detecting power cable deterioration. Although the project involved my favorite subject, the problem was extremely taxing to investigate; nevertheless, I was excited and eager to tackle the intellectual challenges it offered.
One of the challenges involved modeling the electrical properties of the sensors. Unfortunately, the electrical knowledge I had amassed did not suffice for efficient sensor analysis; however, from research, I learned the versatility of and developed a talent for mathematical analysis. I loved to drudge through complex arithmetic because the mathematical solutions were intricately simple; for example, with the theorems of math, I reduced a series of equations involving tens of variables into one straightforward equation. Such beautiful simplicity teased my intellects and taught me that mathematically analysis significantly facilitated managing the innumerable variables describing the dimensions and properties of the sensors.
Through this research, I exposed myself to intellectual challenges. Although this experience did not satiate my intellectual hunger, it intensified my fervor for electricity and expanded my mathematical knowledge.
Ever since I was young, I found electrons magically fascinating and intellectually captivating. Their awesome ability to deliver power and to secure information over thousands of miles despite their infinitesimal size baffled my imagination. When I began to illuminate and dissect the black box of matter, I discovered electrons' ubiquitous intricacy and helplessly surrendered to their intriguing allure; I quickly became engrossed with independent research on electricity.
Recently, I became immersed with the development of sensors for detecting power cable deterioration. Although the project involved my favorite subject, the problem was extremely taxing to investigate; nevertheless, I was excited and eager to tackle the intellectual challenges it offered.
One of the challenges involved modeling the electrical properties of the sensors. Unfortunately, the electrical knowledge I had amassed did not suffice for efficient sensor analysis; however, from research, I learned the versatility of and developed a talent for mathematical analysis. I loved to drudge through complex arithmetic because the mathematical solutions were intricately simple; for example, with the theorems of math, I reduced a series of equations involving tens of variables into one straightforward equation. Such beautiful simplicity teased my intellects and taught me that mathematically analysis significantly facilitated managing the innumerable variables describing the dimensions and properties of the sensors.
Through this research, I exposed myself to intellectual challenges. Although this experience did not satiate my intellectual hunger, it intensified my fervor for electricity and expanded my mathematical knowledge.