Results 1 to 4 of 4

Thread: Is there such thing as "try before you buy

  1. #1
    Xtreme Member
    Join Date
    Apr 2006
    Location
    Ontario
    Posts
    349

    Is there such thing as "try before you buy

    whoops....wrong button

    is there such a thing as "try before you buy" anymore?

    Anybody know of a good company where I would be able to try out a system for a certain amount of time and if I don't like it, I can always send it back?
    flow man:
    du/dt + u dot del u = - del P / rho + v vector_Laplacian u
    {\partial\mathbf{u}\over\partial t}+\mathbf{u}\cdot\nabla\mathbf{u} = -{\nabla P\over\rho} + \nu\nabla^2\mathbf{u}

  2. #2
    -150c Club Member
    Join Date
    May 2005
    Location
    Northeast, USA
    Posts
    10,090
    Not with vapor phase if that's what you mean; they're so custom and application suited.


    If you have a cooling question or concern feel free to contact me.

  3. #3
    Xtremely Hot Sauce
    Join Date
    Sep 2007
    Location
    New York
    Posts
    3,586
    You'd be best off with finding local overclockers with phase-change systems. Give their systems a try and forums for information about your builder. Write & sign a contract with them.

    My toys:
    Asus Sabertooth X58 | Core i7-950 (D0) | CM Hyper 212+ | G.Skill Sniper LV 12GB DDR3-1600 CL9 | GeForce GTX 670-2048MB | OCZ Agility 4 512GB, WD Raptor 150GB x 3 (RAID0), WD Black 1TB x 2 (RAID0) | XFX 650W CAH9 | Lian-Li PC-9F | Win 7 Pro x86-64
    Gigabyte EX58-UD3R | Core i7-920 (D0) | Stock HSF | G.Skill Sniper LV 4GB DDR3-1600 CL9 | Radeon HD 2600 Pro 512MB | WD Caviar 80GB IDE, 4TB x 2 (RAID5) | Corsair TX750 | XClio 188AF | Win 7 Pro x86-64
    Dell Dimension 8400 | Pentium 4 530 HT (E0) | Stock HSF | 1.5GB DDR2-400 CL3 | GeForce 8800 GT 256MB | WD Caviar 160GB SATA | Stock PSU | (Broken) Stock Case | Win Vista HP x86
    Little Dot DAC_I | Little Dot MK IV | Beyerdynamic DT-880 Premium (600 Ω) | TEAC AG-H300 MkIII | Polk Audio Monitor 5 Series 2's

  4. #4
    Xtreme Member
    Join Date
    Apr 2006
    Location
    Ontario
    Posts
    349
    Thanks.
    flow man:
    du/dt + u dot del u = - del P / rho + v vector_Laplacian u
    {\partial\mathbf{u}\over\partial t}+\mathbf{u}\cdot\nabla\mathbf{u} = -{\nabla P\over\rho} + \nu\nabla^2\mathbf{u}

Bookmarks

Bookmarks

Posting Permissions

  • You may not post new threads
  • You may not post replies
  • You may not post attachments
  • You may not edit your posts
  •