Showing 61 - 80 results of 17,174 for search '((car OR (sheers OR (cheer OR (chee OR chen)))) OR ((bar OR peer) OR (near OR year)))', query time: 0.22s Refine Results
  1. 61

    Development and improvement of tensile Split Hopkinson pressure bars testing with sheet specimen by Soh, Ren Haur.

    Published 2010
    “…Split Hopkinson pressure bar (SHPB) experimental testing method can be categories into compression, tension and torsion. …”
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    Final Year Project (FYP)
  2. 62

    Stress analysis on short flat bar with projection using boundary element method by Lim, Wei Sheng

    Published 2019
    “…Mechanical components such as short flat bars with projections are usually used to transmit axial, shear and bending loads. …”
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    Final Year Project (FYP)
  3. 63
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  5. 65

    Unveiling optimal car alarm’s sound pressure level (SPL) for effective alerting of drivers on locked children in cars: Insights from a physical survey. by Murali, R., Shahriman, A. B., Mohamed, M., Razlan, Z. M., H. Rani, M. F., Abashah, A., Ahmad, Y., A.Ali, M. H., Sunan, S., Khudzari, J.

    Published 2023
    “…The Child Presence Detection (CPD) system is crucial in alerting drivers of a child locked in the car due to driver negligence resulting in the child death rate due to being locked in a car has increased over the years. …”
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    Article
  6. 66

    The study of motivational factors of entrepreneurs in the Singapore used car industry. by Lim, Bee Lan., Chew, Chui Huang., Soh, Tze Shiuan.

    Published 2008
    “…The purpose of this project is to identify the factors that motivate an individual to start a business in the Singapore used car industry. The Singapore used car industry is chosen because it is one of the most established industries in Singapore. …”
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    Final Year Project (FYP)
  7. 67

    A study to minimize 'A'-pillar blind spot in cars by Choo, Daryl Gavin Jun Yan

    Published 2018
    “…This is due to the presence of the A-pillar found in cars and its thickness has increased over the years. …”
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    Final Year Project (FYP)
  8. 68

    Flying cars and hyperloops: A glimpse into the future sustainable vehicles by Hariram, Nediyirippil Prakasan, Megalingam, Arumugampillai, Sudhakar, Kumarasamy

    Published 2025
    “…Key advancements, including electric propulsion, autonomous vehicles, aerial transport (flying cars), and underground systems (hyperloops), are analyzed for their strength and weaknesses. …”
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    Article
  9. 69
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  11. 71

    Simulation-based risk assessment of sUAV-car collision by Hu, Haoliang

    Published 2021
    “…The use of small unmanned aerial vehicles (sUAVs) in urban area increases significantly in recent years. However, when sUAVs are being operated in urban areas, cars on the ground will be at certain risk due to being exposed to the possible crashing sUAVs, thus the ground risk assessment is critical to reduce ground casualties caused by UAV failures. …”
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    Thesis-Master by Coursework
  12. 72
  13. 73

    0-1 Knapsack in Nearly Quadratic Time by Jin, Ce

    Published 2024
    “…On the upper bound side, currently the fastest algorithm runs in 𝑂e(𝑛 + 𝑤 12/5 max ) time (Chen, Lian, Mao, and Zhang 2023), improving the earlier 𝑂(𝑛 + 𝑤 3 max)-time algorithm by Polak, Rohwedder, and Węgrzycki (2021). …”
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    Article
  14. 74
  15. 75

    Final year project by Feng, Xiang

    Published 2015
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    Final Year Project (FYP)
  16. 76

    Patch repair technology with sacrificial zinc anodes in RC slabs with corroded steel bars by Christian, Alvin

    Published 2023
    “…Furthermore, the highest amount of macrocell corrosion can be encountered at steel segments near the patch repair area. Compared with each sample, it was discovered that zinc sacrificial anodes installed within areas with high level of chloride contamination provided the best protection for the steel reinforcement against corrosion damage.…”
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    Final Year Project (FYP)
  17. 77

    Near Optimal Alphabet-Soundness Tradeoff PCPs by Minzer, Dor, Zheng, Kai Zhe

    Published 2024
    “…Our result has the following implications: (1) Near optimal hardness for Quadratic Programming: it is NPhard to approximate the value of a given Boolean Quadratic Program within factor (log) 1− (1) under quasi-polynomial time reductions. …”
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    Article
  18. 78
  19. 79

    Łojasiewicz inequalities near simple bubble trees by Malchiodi, A, Rupflin, M, Sharp, B

    Published 2024
    “…<br> To prove these results we derive sufficient conditions for Łojasiewicz inequalities to hold near a finite-dimensional submanifold of almost-critical points for suitable functionals on a Hilbert space.…”
    Journal article
  20. 80

    Scalable near identical image and shot detection by Chum, O, Philbin, J, Isard, M, Zisserman, A

    Published 2007
    “…We define two shots to be near-duplicates if they share a large percentage of near-duplicate frames. …”
    Conference item