Institute for Economical Policy (IEP)
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IEP-MEPSA Project Report 2018
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Institute for Alternative
Energy (MEAE)/NLAP
NLAP-IPP Comissioning at Masjid as-Salam/Tripoli Sep 2021 - May 2022 (docx)
NLAP-IPP Comissioning at Masjid as-Salam/Tripoli Sep 2021 - May 2022 (pdf)
NLAP-IPP PCS (PLC+GUI), Ver. Feb 2022 (pdf)
NLAP-IPP PCS (PLC+GUI), Ver. Feb 2022 (docx)
Electrofilter Measurement with Rogowski Coil (2021) (docx)
NLAP-WEDC Status Dec 2020 (pptx)
NLAP-WEDC Final Report (2012-2020) (pdf)
NLAP-WEDC Waste-to-Electricity Cycle, Report 3 (2019)
Flue Gas Treatment - Ashes Recycling (Sep 2019)
5 kW Wind Turbine for Tripoli (Concept)
NLAP-WEDC Waste-to-Electricity Cycle, Report 2 (2018)
NLAP-WEDC IPP Demoplant in Rayhaniyye Camp - Project Plan (2018)
MEAE-WEDC Environmental Aspects: Heavy Metals Recycling (2018)
MEAE-WEDC Waste to Electricity Demonstration Cycle, Report 1 (2017)
NLAP-1.5 MW Incineration Power Plant Technical Specification
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Banan ElKerdi, TEMO-IPP Stress Analysis, Master Thesis, 2015
Fatima Hamed, TEMO-IPP CFD Analysis, Master Thesis 2015
TEMO-STPP/IPP 5th report (final report) (Jan - Nov 2014) (see also film link on http://www.aecenar.com/institute-projects/temo-ipp)
Ahmad Jarbou, Electrical Energy Gereration from Wave Energy and Sustainibility for Syria, 2013
Mourad S., Zohby, M., TEMO-STPP: 4th project report (Jan -Dec 2013), Part I, Part II (Process Control System)
Mourad S., TEMO-STPP: 3rd project report (April 2010 – Dez 2012), التقرير الثالث لمشروع
Presentation of TEMO-STPP Project at KIT Summer School at Bad Herrenalb, Germany (2010)
TEMO-STPP (المدة من نيسان 2010 الى كانون الاول 2012), (engl./عربي), Ras Nhache, November 2012
TEMO-STPP, 2nd project report (April 2010)
Gourche et. al., Siemens S7-300 مدخل الى , Karlsruhe/Ras Nhache, July 2010
Mourad S., Toumi S., Arslan E., Topcu S., Elmsaadi S., Mhanna M., Baalbaki Z., Lutz S., Eljammal W., Weiss P., Nagel F., Solar thermal power plants (STPPs),
Construction of a Small Model for a STPP and Development of a STPP-test plant - TEMO-STPP: 1st project report (November 2006 – July 2008), Karlsruhe, August 2008
Mourad S., Schade W., Akdag K., Hatipoglu A., Cilo M., Keles D., Ates S., Hameed M. R., Fleig A., System Dynamics Modeling and Simulation of the Energy Economy of Indonesia, Karlsruhe, 2001
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Institute for Chemical Process Technology (ICPT)
ICPT-WEDC Test Rigs PCS (docx)
ICPT-WEDC Testrigs Report 2021 (Concept and mech. Realization) (docx)
ICPT-WEDC Testrigs Report 2021 (Concept and mech. Realization) (pdf)
ICPT-WEDC Test Rigs PCS (docx)
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Genetics and Biotechnology Institute (MEGBI)
MEGBI Annual Report 2023 (pdf)
MEGBI-APP annual report 2022(docx)
Master Thesis penicillin production and quantification(pdf)Sep.2022
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)
Master thesis penicillin production and quantification(pptx)
Master Thesis Ampicillin production and quantification(pdf) Sep.2022
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)
Master thesis ampicillin production and quantification(pptx)
MEGBI-APP Report 2021 (docx)
MEGBI-VPP Final Report (2006-2015)
MEGBI-APP Final Report (2016-2020) (Predevelopment)
MEGBI-APP Automation System, Ver. 2020, Developers&Operation Manual
MEGBI-APP - 7th Project Report (2019)
MEGBI-APP - 6th Project Report (2018)
MEGBI Antibiotics/Antibodies Production Pilot Plant (MEGBI-APP)- 5th Project Report (2017)
MEGBI Antibiotitics Pilot Plant (MEGBI-APP), Report 4 (2016)
MEGBI Vaccine Pilot Plant, 3rd project report (Jan 2014 - Sep 2015)
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MEGBI Vaccine Pilot Plant, 2nd project report (Mar - Dec 2013), Part I + Part II
التقرير الاول لمشروع MEGBI vaccine pilot plant، شباط 2012 الى كانون الثاني 2013
Houda A., Bakoben S., Introduction to Molecular Modeling (مدخل الى النمذجة الجزيئية), Ras Nhache, June 2011(engl./عربي)
Abdulwahab N., Mourad S., Borghol S., Laboratory verifiying of the peptid candidate FLKDVMESM by ELISA and IFN-γ ELISPOT analysis (Step 2 in MEGBI H5N1 peptid vaccine research project), Ras Nhache, June 2011 (engl./عربي)
Mourad S., Al-Haj R., Abdulwahab N., El-Eter G., Al-Chbib L., Khidr M., Zaki O., Training Courses in Genetic Engineering (MEGBI Training Course I (Molecular Cloning), MEGBI Training Course II (H1N1 Diagnosis with Nested PCR, MEGBI Training Course III-IV (Cell and Egg Based Viral Propagation)), Ras Nhache, May 2010 (Translation to arab. language: Abdulwahab N.)
Radhan N., Gaaya B., A Nutrition Data Base for Economical Policy Planning, Ras Nhache/Karlsruhe, 2009
Institute for Genetic Engineering, Ecology and Health (IGEEH)
Mourad S., Gafsi H., Development of a synthetic peptid vaccin against H5N1 based on MHC-I epitopes (translated from German by V.Fleisch), Karlsruhe, 2006
Mourad S., Gafsi H., Entwicklung eines synthetischen Peptid-Vaccins gegen H5N1 basierend auf MHC-I-Epitopen, Karlsruhe, 2006
Gafsi H., Design of a synthetic peptid vaccin against H5N1 based on MHC-I epitopes, Karlsruhe, 2006
Mourad S., Kohlbacher O., Protein Sidechain Placing (SCP) in Homology Modeling via Lagrangian Relaxation, Part I (without Test Results), Karlsruhe/Tübingen, 2005
Mourad S.,Optimization of a Glucose-I-Phosphotase from Pantoea agglomerans and of a phytase from Klebsiella terrigena (1st VGOEG research report (Aug. 2002 - Dec. 2004)), Karlsruhe 2005
Mourad S., Greiner R., Purification and Characterization of a Glucose-I-Phosphatase from Pantoea agglomerans, Karlsruhe 2004
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Institute for Astrophysics (IAP) /Institute for Communication Systems (ICS)/Physics Lab
IAP Report 2022 (docx) IAP Report 2022 (PDF)
IAP-annual report 2022(docx)
PhysicsLab Test Rigs PCS (Dec2021) (docx)
AS-COMSAT-1 TechnicalDevelopmentDocumentation - Report 2021 (docx)
AS-COMSAT-1 TechnicalDevelopmentDocumentation - Report 2021 (pdf)
X-Ray Detector - Presentation Master Thesis of Yahya Abbouchi (pptx), Dec 2021
TEMOLeb-Mintad Final Report (1999-2020)
IAP-SAT Final Report (2012-2020)
IAP Ground Based Observatory, Report 2013-2019 (pdf)
TEMO-Leb Airship Report 2017
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Mourad/Hasbini, IAP-SAT 4th project report (2016)
Mourad, Al Chaar, Ghanem; IAP-SAT 3rd project report (2015), 1st Version, Ras Nhache, Oct 2015
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Fatima Al Chaar, Simulation of the meteorological satellite IAP-SAT, Master Thesis, 2015
Mourad, IAP-SAT 2nd project report (2014)
Kassar S., Prototype for a base station for supernova remnant HI line radio wave detector an analyzer (SRWDA), Heidelberg/Ras Nhache, 2014
Zohby, Mourad; Emergency Communication System for IAP-SAT, Ras Nhache, Jan 2014
former project of Association for Alternative Energy Research (VaEf):
Mourad S.(Ed.): Mourad S., Forstmann S., Subhan M., E.J., Farkh R., Abdelhaq N., Faquir M., Mikou M.Y., Ammar A., Flight Control System for an Wind Data Measuring Airship (Project Report for 2000 - 2006), Karlsruhe, 2006
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Intitute for Nanotechnology (INT) / Physics Simulation Lab
Physics Simulation Lab Final Report (2005-2020)(pdf)
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Flue Gas Detection Laser System (pdf), 2020
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