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bulls2030

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I work at a small office civil engineering firm and we use Microstation and Geopak heavily. We work as subs for DOT projects. 

The computers we have aren't the best and run slow. I am trying to propose to the owner we get some new computers that render our CAD work faster and load up faster.

Can anyone recommend to me what would be some affordable options (preferably desktops that are already preconfigured)?

Would appreciate any help. 

 
Not sure about Microstation but ACAD Civil 3D is a memory hog.  When we went to ACAD C3D 2016, I had to get a 64 bit machine with 8GB memory.  It seems to run okay now.  I'd suggest you stuff as much memory in there as you can. 

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

 
I work at a small office civil engineering firm and we use Microstation and Geopak heavily. We work as subs for DOT projects. 

The computers we have aren't the best and run slow. I am trying to propose to the owner we get some new computers that render our CAD work faster and load up faster.

Can anyone recommend to me what would be some affordable options (preferably desktops that are already preconfigured)?

Would appreciate any help. 
There are definitely lots of pre-configured options out there. However, you didn't necessarily mention a budget assuming the owner was open to the idea of upgrading.  Either way, independent of the manufacturer, my recommendation as a small computer business owner would be a workstation class desktop PC. I'm partial to the HP Z-class workstations. Below are (2) options:

Option 1

Option 2

Some key points to keep in mind when looking for a CAD type workstation:  solid state disk (SSD) for main operating system drive, 8GB memory minimum (16GB preferable), Core i7 or Xeon CPU, and if budget allows, NVidia Quadro or AMD FirePro video card for enhanced graphics rendering. Hope that helps.

Not sure about Microstation but ACAD Civil 3D is a memory hog.  When we went to ACAD C3D 2016, I had to get a 64 bit machine with 8GB memory.  It seems to run okay now.  I'd suggest you stuff as much memory in there as you can. 
It sure is. But looking at the specs you posted, memory is most definitely not your bottleneck. It's that 4th generation i3 CPU you have (circa 2014) which is only dual core. That is a processor that is more tailored for standard home use, not enterprise applications such as ACAD 3D. Newer 2D and 3D CAD applications are now multi-threaded and run more efficiently on quad, hexa, and octo-core CPUs. The i7 and Xeon type processors are prime candidates for this. In addition, it also greatly helps to have supplemental graphics video processing to aid in rendering. A solid state drive (SSD) will also provide night & day difference in terms of program loading and processing performance as compared to that of the older conventional spindle type drives.

 
Where do you put the floppy diskettes?

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puqoqt0.gif


 
@knight1fox3 Hey knightfox, what's your opinion on GTX vs Quadro cards when your output is the monitor on your desk and a plotter? I ask this, because on my pc I have an Nvidia GTX 1080 and could not get myself to get a Quadro of equal price. My understanding is that the difference is not noticeable unless measurements to the 6th decimal points are of importance.

My current PC (Built myself)

i7 (X99) 5820K 6 Core

32 GB DDR4 2600 Ram

3 256 SSD Toshiba Drives

1 One Terabyte WD Mechanical Drive

3.5 TB My Book Backup

Gigabyte 1080 Xtreme 1080 8GB GPU

750W PSU

 
@knight1fox3 Hey knightfox, what's your opinion on GTX vs Quadro cards when your output is the monitor on your desk and a plotter? I ask this, because on my pc I have an Nvidia GTX 1080 and could not get myself to get a Quadro of equal price. My understanding is that the difference is not noticeable unless measurements to the 6th decimal points are of importance.
Hi Hemi79. It really depends on what your application is. At one point myself, I didn't quite understand the differences between the video cards most users use and that of the enterprise level (i.e. Quadro, FirePro, etc.). After doing a little more research, I quickly learned that high-level design applications (i.e. CAD, CREO, SolidWorks, etc.) do not have the same architecture as say a new mainstream video game built upon DirectX. The GTX (and similar) cards have an architecture that is designed to process OpenGL graphics. Which is what most (if not all) video game designs are built upon. Meaning those GTX type card are primarily designed around video game processing. The enterprise cards have a different architecture that is designed to process graphics built upon Direct3D. Which is what some of the high-level design applications are built on. Meaning these cards would probably handle some video games, but it's not what they were designed for. Similarly, the GTX type cards could probably handle design applications, but again, it's not what they were designed for and their hardware resources would be mis-allocated. Hope that makes sense.

As to your PC build that you referenced, that is a solid build! Well done. I'm due for an upgrade myself as my aging gaming rig is a bit dated now (circa 2009). But below is what I've been considering:

  • Fractal Design Define Mine C ATX case
  • Cooler Master V1000 - Fully Modular PS
  • ASUS ROG Maximus IX Formula Mobo
  • Intel Core i7-7700K
  • Cooler Master Hyper 212 EVO
  • 2 x EVGA GTX 1080 SC ACX 8GB Cards in SLI
  • 32GB Corsair Dominator DDR4 Memory
  • 1TB Samsung 960 Pro M.2 NVMe SSD
  • 2TB WD Black 7200RPM Drive
Though, now with some early benchmarks coming in on AMD Ryzen CPUs, it would appear that thing is pretty awesome and may take the CPU crown back for awhile.

 
Would you guys make fun of you if I told you my laptop is a Dell Vostro 1000?  :hide: 
Nah, I remember the Vostros, they were rumored to be the successor to the aged Latitudes. But alas, the Latitude line remained and the Vostros were discontinued I believe. IMO, the Latitudes were pretty resilient. I had one for a quite a while during my nuclear crane days. At one point, the operator mistakenly began to move the trolley when I told him hoist only and sheared the display clean off. To my surprise, the laptop was still fully functional. Just always needed a separate monitor. Ha ha.

 
There are definitely lots of pre-configured options out there. However, you didn't necessarily mention a budget assuming the owner was open to the idea of upgrading.  Either way, independent of the manufacturer, my recommendation as a small computer business owner would be a workstation class desktop PC. I'm partial to the HP Z-class workstations. Below are (2) options:

Option 1

Option 2

Some key points to keep in mind when looking for a CAD type workstation:  solid state disk (SSD) for main operating system drive, 8GB memory minimum (16GB preferable), Core i7 or Xeon CPU, and if budget allows, NVidia Quadro or AMD FirePro video card for enhanced graphics rendering. Hope that helps.

It sure is. But looking at the specs you posted, memory is most definitely not your bottleneck. It's that 4th generation i3 CPU you have (circa 2014) which is only dual core. That is a processor that is more tailored for standard home use, not enterprise applications such as ACAD 3D. Newer 2D and 3D CAD applications are now multi-threaded and run more efficiently on quad, hexa, and octo-core CPUs. The i7 and Xeon type processors are prime candidates for this. In addition, it also greatly helps to have supplemental graphics video processing to aid in rendering. A solid state drive (SSD) will also provide night & day difference in terms of program loading and processing performance as compared to that of the older conventional spindle type drives.
Thank you so much!

I was not given a budget nor did I pitch the idea. But since its hard to get a hold of the owner I wanted to have some options before hand to spit out. I'll report back as soon as I talk to him. Thank you once again!

 
I work at a small office civil engineering firm and we use Microstation and Geopak heavily. We work as subs for DOT projects. 

The computers we have aren't the best and run slow. I am trying to propose to the owner we get some new computers that render our CAD work faster and load up faster.

Can anyone recommend to me what would be some affordable options (preferably desktops that are already preconfigured)?

Would appreciate any help. 
We use Microstation SelectSeries4 and GEOPAK all day everyday, have been into the OPENROADs 3D modeling (for the past 2 years). 

Microstation is still single-threaded software for 99% of what the program does, only the rendering of a model is multi-threaded. Basically what it means is that you could have a 12 core CPU powerhouse and no matter what you do, it will only max a single core when performing operations except when you want to render a 3D model (which only applies to the actual textures you add, the shapes are still drawn single-threaded).

At one time I was on a six core CPU machine and would run 5 separate file models in separate windows, each maxed out one of the cores individually. 1 model in one window running takes 15 minutes, 5 running in 5 windows takes 15 minutes...

I'm back onto a quad core, specs shown below:

Dell Percision 3620

Intel E3-1225 v5 @ 3.30 GHz

32.0 GB RAM

Windows 7 64-bit

SSD hard drive

Windows Experience Rating 7.6 (the old 6-core was a 7.9 which is the max)

Oh, also, Microstation is still a 32-bit program so even tough your operating system might be 64-bit, Microstation still encounters tons of system memory errors when dealing with large files...

The best thing you can do is get the fastest clock speed available for a CPU, extra cores will allow you to do other things on the side while Microstation crunches numbers on a single core. Intel Chip magic doesn't really apply here except overclocking.

It will dedicate to a single bank of memory as well so the largest single stick of memory you can get will help. You can also allocate more virtual memory if you have admin privileges and the know how. 

I've beat this horse to death with Bentley, it's just the way it is. Hope this helps! 

Reference material:

https://communities.bentley.com/products/microstation/w/microstation__wiki/microstation-memory-management

https://communities.bentley.com/products/microstation/f/273/t/127258

 
On 4/7/2017 at 0:02 AM, knight1fox3 said:
And for the record, this is also pretty cool given its size to performance ratio (designed for workstation class applications):

http://store.hp.com/us/en/cv/z2mini

View attachment 9303


 
That is pretty cool!  I showed it to our CAD manager and he was surprised how they were able to cram all that power into that little machine.

 
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