يعرض 1 - 5 نتائج من 5 نتيجة بحث عن '(("5 ppm decrease") OR ((("5 c decrease") OR ((("_ non decrease") OR ("_ could decrease"))))))*', وقت الاستعلام: 0.08s تنقيح النتائج
  1. 1

    Renewable Energy, Coal as a Baseload Power Source, and Greenhouse Gas Emissions: Evidence from U.S. State-Level Data حسب Squalli, Jay

    منشور في 2017
    "…It is estimated that a 10% increase in the share of renewable energy could decrease CH4 emissions by about 0.26%. Since the use of renewable energy sources does not release GHG emissions, this effect can be interpreted as stabilizing if renewable energy is added to coal use or as corrective if it replaces coal. …"
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  2. 2

    Hydrogen energy systems: Technologies, trends, and future prospects حسب Abdellatif M. Sadeq (16931841)

    منشور في 2024
    "…Adoption at scale could decrease global <i>CO</i><sub><em>2</em></sub><sub> </sub>emissions by up to 830 million tonnes annually. …"
  3. 3

    CO<sub>2</sub> enhanced gas recovery and sequestration in depleted gas reservoirs: A review حسب Ahmed Hamza (7224470)

    منشور في 2021
    "…Incremental recovery of residual natural gas after injecting CO<sub>2</sub> could decrease the cost of the process. This review highlights the efforts made to investigate the CO<sub>2</sub> adsorption/desorption for EGR applications under typical reservoir conditions in conventional depleted sandstone and carbonate reservoirs. …"
  4. 4

    Boron doped silver-copper alloy nanoparticle targeting intracellular S. aureus in bone cells حسب Tahir Abdulrehman (8697696)

    منشور في 2020
    "…In addressing the issue, this study deals with the targeting of silver-copper-boron (ACB) nanoparticles to infected osteoblasts, which could decrease systemic toxicity and form the basis of targeting specific markers expressed in bone infections.…"
  5. 5

    Embedding and global stability in periodic 2-dimensional maps of mixed monotonicity حسب Al-Sharawi, Ziyad

    منشور في 2022
    "…In this paper, we consider nonautonomous second order difference equations of the form xn+1 = F(n, xn, xn−1), where F is p-periodic in its first component, non-decreasing in its second component and non-increasing in its third component. …"
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