این فیلم درباره انرژی تجدیدپذیر در دریا می باشد شرکتی به نام SCHOTTEL طراحی و ساخت آن را انجام داد لازم به ذکر است این پروژه به صورت Turn-key انجام شد در تمام فیلم مراحله اجرا و نصب آن توضیح داده شده است .
![](http://s6.picofile.com/file/8194650642/Doc1_Copy.jpg)
طراحی آن در شهر هالیفاکس کشور کانادا در سال 2013 انجام شد. این سازه با عملکرد کهکشان و مهکشان (جزر و مد) و جریان کار می کند.
![](http://s6.picofile.com/file/8236593268/canada_map.gif)
محل پروژه در نقشه زیر مشخص است در خیلج The Bay of Fundy
رودخانه هم در فلوریدای مرکزی ایالات متحده هم بنام هالیفاکس هم وجود دارد.Founded 2013 and located in Halifax, Black Rock Tidal
Power is a privately-owned company offering tailor-made tidal energy
converter systems and related services for the North American market . The Fundy Ocean
Research Center for Energy (FORCE) is Canada’s leading research centre
for in-stream tidal energy, located in the Bay of Fundy, Nova Scotia
SCHOTTEL HYDRO offers its services in three segments:
hydrokinetic turbines, semi-submerged platforms and components, such as
turbine hubs and drives. SCHOTTEL HYDRO also includes the companies Tidal Stream ltd.(United Kingdom) and Black Rock Tidal Power (Canada). SCHOTTEL HYDRO headquarters are located in Spay, Germany. SCHOTTEL HYDRO is a member of the SCHOTTEL GroupSCHOTTEL HYDRO aims to reach leadership of the hydrokinetic energy marketWe develop, construct and sell SCHOTTEL Instream Turbines, TRITON platforms and components, such as turbine hubs and drives. With our component supply we constitute an
interface to other turbine suppliers. We provide high quality system
engineering and manufacturing to supply our customers with tailor-made
components for their turbines
![](http://www.schottel.de/fileadmin/_processed_/csm_SIT_Grafik_fd305400f4.jpg)
Depending on the current velocity, one SIT produces
between 54 and 70 kW rated, grid-ready electric power based on rotor
diameters between three and five meters. Thanks to its modular approach,
a higher overall power can be reached with a larger number of turbines
SIT can be implemented in rivers, sea straits and
tidal races offshore in jetty, floating or submerged platforms in
varying quantities. SIT is a flexible component which can be used with
different platform types as on-going projects show
![](http://www.schottel.de/fileadmin/_processed_/csm_Diagramm_SIT_1114_2_c89af3d8c0.jpg)
A multitude of SIT in a single installation provides a
maximum power output. SIT turbines are therefore suitable for
utility-scale applications. Forty SCHOTTEL Instream Turbines will prove
this: They will be installed on a TRITON platform in the Bay of Fundy,
Canada, by the SCHOTTEL HYDRO subsidiary Black Rock Tidal Power (BRTP)
in 2016
Besides a maximum power per foundation, leading to
reduced costs per installed megawatt, the multi-turbines setup features
an inherent redundancy: The total yield is not affected if single
turbines are out of operation. When the platform is readily installed,
it will provide a capacity of 2.5 MW
![](http://s6.picofile.com/file/8236596392/SCHOTTEL_Triton_platform_with_STG_turbines_ohne_BRTP2014_07_Mobile_.jpg)
![](data:image/png;base64,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)
The TRITON S platform has been developed by TidalStream Ltd., a subsidiary of SCHOTTEL HYDRO. It is especially
suited to deepwater offshore and carries a variable number of turbines. TRITON S offers a maximum power capacity on
a single installation.The system consists of a tether arm, two spar buoys and a variable number of cross arms. The entire structure is linked to a foundation (e.g. gravity-based or drilled pile) by a universal
joint, allowing for pitching, rolling and self-alignment to the flow direction.TRITON S is especially maintenance friendly: emptying or filling the ballast tanks in the lower part of the spar buoys
causes the platform to transition from operating mode to maintenance mode and vice versa
![](data:image/png;base64,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)
Semi submerged TidalStream floating platform supporting SCHOTTEL tidal energy converters
![](http://s7.picofile.com/file/8236601142/TRITON_S36_FORCE_2014jpg_Page1.jpg)
designed for the high flow velocity in the Bay of Fundy
2.5MW capacity from a single seabed installation
powers 750 Nova Scotia homes
support proven SCHOTTEL turbines
float-out installation and removal
grid-compliant energy from platform
on-board access for scheduled maintenance and unscheduled repairs, with minimal downtime
transition to maintenance position allows dry turbine access
excellent sea-going stability for the roughest conditions
cost of energy potentially at or below that of offshore wind and half that of single tidal turbine installations
We deliver cost-effective, turn-key solutions of in-stream tidal power generation. We are specialized in the development and implementation of semi-submerged TRITON platforms that carry a multitude of SCHOTTEL Instream turbines (SIT). Our services cover the range from site-specific platform designs and corresponding installation procedures to project management, manufacturing, and commissioning of devices. We also support the development of operation, maintenance, and monitoring methods and strategies
مقدمه/Intoduction/ Introducciónجزر و مد خود را به دو صورت نمایان می کند یک، با تغییرات سطح ارتفاع آب و دومی، تولید جریان. از هر دو طریق می توان انرژی حاصل از جزر و مد را برداشت کرد. به طور مرسوم تولید نیرو جزر و مدی با ساخت یک سد یا آب بند در یک سایت ساحلی و تولید نیرو توسط توربین های آبی با هد کم (طی دوره جزر یا طی دوره مد و یا هر دوری آن ها) همراه بوده است. اما به دلیل هزینه های ساخت عمرانی و اثر بالقوه روی محیط و علیرغم کاندید بودن سایت های مختلف، هیچ کارخانه بزرگی هنوز در دنیا ساخته نشده است. در مقایسه با سدهای جزر و مدی استفاده مستقیم از جریانات جزر و مدی از فعالیت های مهندسی در مقیاس بزرگ جلوگیری می کند و تاثیرات محیطی کمتری دارد.
تاریخچه/Historia/History
این داستان ادامه دارد .....الان وقت ندارم در ماه های یا روزهای دیگر می نویسم
خوانندگان وبلاگ / Readers Blog/Lectores Blog
یکی از خوانندگان وبلاگ از کشور کلمبیا در خواست کردن عنوان را به صورت اسپانیایی بنویسم و همچنین در خواست کرد که در لینگ وبلاگ معرفی شوند.در مورد لینگ فقط می توانم سایت را بنویسم به هیچ عنوان لینگ در وبلاگ ثبت نمی شود. آقای Marlon Agámez Agáme از شرکت www.aquayterra.com