# RAID Explained for Modern Infrastructure: From Bare Metal to VM Hosts

## Why this topic still matters

RAID has been around for decades, but it is still one of the most practical storage design decisions you will make in real infrastructure. Whether you are planning a small application server, a NAS, a database box, or a virtualization host running multiple VMs, the RAID level you choose directly affects:

*   performance
    
*   usable storage capacity
    
*   fault tolerance
    
*   rebuild risk
    
*   operational downtime
    

The basic textbook definition is simple: **RAID combines multiple disks into a single logical unit to improve speed, resilience, or both.** But in real systems, the right answer is not “use the safest RAID.” The right answer is **match the RAID level to the workload.**

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## What RAID actually does

At a high level, RAID distributes data across multiple drives using one or more of these techniques:

*   **Striping**: data is spread across disks to improve performance
    
*   **Mirroring**: the same data is written to more than one disk for redundancy
    
*   **Parity**: extra calculated information is stored so lost data can be rebuilt after a disk failure
    

That sounds abstract, so think of it this way:

*   **RAID 0** = speed first
    
*   **RAID 1** = safety through duplication (entire mirring)
    
*   **RAID 5 / 6** = balance of capacity and protection using parity
    
*   **RAID 10** = striping + mirroring for strong performance and resilience
    

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## RAID is not the same as backup

This is one of the most common mistakes in infrastructure planning.

RAID helps you stay online when a disk fails. It does **not** protect you from:

*   accidental deletion
    
*   file corruption
    
*   ransomware
    
*   bad application writes
    
*   VM snapshot mistakes
    
*   site-level failure
    
*   controller failure in some scenarios
    
*   human error
    

<div data-node-type="callout">
<div data-node-type="callout-emoji">💡</div>
<div data-node-type="callout-text">So treat RAID as <strong>availability and fault-tolerance tooling</strong>, not as your backup strategy.</div>
</div>

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## The four things that matter when evaluating RAID

Before looking at individual RAID levels, evaluate them through these four lenses.

### 1\. Reliability

How many disk failures can the array tolerate before data is lost?

### 2\. Performance

How well does it handle:

*   sequential reads and writes
    
*   random reads and writes
    
*   mixed workloads
    
*   rebuild activity
    

### 3\. Capacity

How much of the raw disk space is usable after redundancy overhead?

### 4\. Recovery behavior

How painful is the rebuild after a failed drive? Large arrays with parity can remain online, but rebuild times may be long and performance may drop sharply during recovery.

* * *

## RAID levels in plain English

![RAID levels comparison](data:image/png;base64,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 align="left")

## RAID 0 — Maximum speed, zero protection

**How it works:** data is striped across multiple disks with no mirror and no parity.

### Strengths

*   highest raw performance
    
*   full usable capacity
    
*   simple design
    

### Weaknesses

*   one failed disk can destroy the whole array
    
*   not suitable for critical systems
    

### Good fit

*   temporary scratch storage
    
*   cache or render workspace
    
*   non-critical high-speed data
    

### Bad fit

*   production databases
    
*   important application data
    
*   VM hosts
    

* * *

## RAID 1 — Simple mirroring

**How it works:** every block is duplicated to another disk.

### Strengths

*   easy to understand and manage
    
*   very fast recovery after failure
    
*   strong protection for small deployments
    
*   often good for boot volumes and small critical servers
    

### Weaknesses

*   only 50% usable capacity
    
*   write performance is not the main advantage
    
*   storage cost is high per usable TB
    

### Good fit

*   OS volumes
    
*   small business servers
    
*   log servers
    
*   low-complexity critical data
    

* * *

## RAID 5 — Capacity-efficient parity

**How it works:** data is striped across disks and parity is distributed among them. The array can survive one disk failure.

### Strengths

*   good balance of capacity and resilience
    
*   better capacity efficiency than RAID 1 or RAID 10
    
*   common in general-purpose storage
    

### Weaknesses

*   parity calculations slow writes
    
*   rebuilds can be stressful on large arrays
    
*   performance may drop badly during degraded mode
    
*   a second failure during rebuild can be catastrophic
    

### Good fit

*   read-heavy workloads
    
*   file storage
    
*   environments where capacity matters more than write latency
    

### Use carefully for

*   general VM workloads
    
*   mixed application stacks
    
*   larger disks where rebuild windows are long
    

* * *

## RAID 6 — Safer parity for larger arrays

**How it works:** similar to RAID 5, but stores double distributed parity and can survive two disk failures.

### Strengths

*   stronger protection than RAID 5
    
*   useful for larger disk pools
    
*   better choice when rebuild risk is a concern
    

### Weaknesses

*   more parity overhead than RAID 5
    
*   slower writes than RAID 5 and RAID 10
    
*   usable capacity is reduced further
    

### Good fit

*   large-capacity storage arrays
    
*   backup repositories
    
*   archive and file-serving systems
    
*   environments where availability matters more than peak write speed
    

* * *

## RAID 10 — The practical favorite for performance-sensitive systems

**How it works:** mirrored pairs are created first, then data is striped across those pairs.

### Strengths

*   excellent random read and write performance
    
*   strong fit for database and transactional workloads
    
*   faster rebuild behavior than parity-heavy arrays
    
*   widely preferred for virtualization and latency-sensitive workloads
    

### Weaknesses

*   50% capacity overhead
    
*   more expensive than RAID 5 or 6
    
*   requires at least 4 disks
    

### Good fit

*   databases
    
*   high-write applications
    
*   busy VM hosts
    
*   mixed production infrastructure
    

* * *

## RAID comparison table

| RAID Level | Min Disks | Fault Tolerance | Usable Capacity | Performance Profile | Best For |
| --- | --- | --- | --- | --- | --- |
| RAID 0 | 2 | 0 disks | 100% | Excellent reads/writes | Scratch, temporary data |
| RAID 1 | 2 | 1 disk per mirror pair | 50% | Strong reads, simple recovery | OS volumes, small critical servers |
| RAID 5 | 3 | 1 disk | (N-1) disks | Good reads, slower writes | Read-heavy storage, general file data |
| RAID 6 | 4 | 2 disks | (N-2) disks | Good reads, slower writes than RAID 5 | Large arrays, backups, safer parity |
| RAID 10 | 4 | Depends on mirror-pair failures | 50% | Excellent mixed I/O | Databases, production apps, VM hosts |

* * *

## Why RAID decisions matter even more for VM hosts

![RAID for VMs](REPLACE_WITH_HASHNODE_VM_IMAGE_URL align="center")

This is the part many introductory articles skip.

A physical server usually runs one operating system and one main workload. A virtualization host is different. It stacks many workloads on the same storage backend:

*   web servers
    
*   databases
    
*   file servers
    
*   application servers
    
*   monitoring tools
    
*   backup proxies
    
*   domain controllers
    

That means one storage issue can affect **many VMs at once**.

### What changes when you run VMs?

#### 1\. Random I/O becomes more important

Even if each guest is small, many VMs together create a noisy mixed workload. Random reads and writes, bursty writes, metadata activity, guest paging, and application logs all pile onto the same datastore.

That is why a RAID level that looks “fine on paper” may feel slow in a VM host.

#### 2\. Latency matters more than headline throughput

For virtualization, low latency often matters more than peak MB/s. A parity-based array might have enough raw bandwidth, but still feel sluggish under write-heavy or mixed I/O.

#### 3\. Rebuild periods are more painful

When a parity array rebuilds, the whole storage pool stays busy. On a virtualization host, that means many VMs can experience degraded performance at the same time.

#### 4\. Snapshots and dynamic growth add overhead

Snapshots, differencing disks, and dynamically growing virtual disks can increase metadata work and I/O overhead. In busy hosts, these layers magnify storage bottlenecks.

* * *

## Practical RAID guidance for VM environments

### RAID 10 is usually the safest performance choice

If your host runs:

*   databases
    
*   ERP or CRM systems
    
*   application servers
    
*   mixed business VMs / NMS
    
*   write-heavy workloads
    

then RAID 10 is usually the cleanest answer. It trades capacity for lower write penalty, better random I/O, and simpler rebuild behavior.

### RAID 5 can work, but know the trade-off

RAID 5 may still be acceptable when:

*   the environment is small
    
*   workloads are mostly read-heavy
    
*   capacity budget matters more than peak write performance
    
*   controller cache and SSD performance are strong
    

But it is often not the first choice for busy, multi-VM production hosts.

### RAID 6 is stronger for bigger pools

If you are working with larger capacity drives or bigger arrays and want better protection during rebuilds, RAID 6 is safer than RAID 5. The trade-off is heavier write overhead.

### RAID 1 is fine for small hosts or boot volumes

A small two-disk mirror can still be perfectly reasonable for:

*   hypervisor boot drives
    
*   labs
    
*   edge systems
    
*   lightweight branch deployments
    

### RAID 0 should not be used for production VM datastores

The performance looks attractive, but the blast radius is too high. One disk failure can take down every VM on that datastore.

* * *

## VM-specific best practices beyond RAID level

The RAID level is only one part of the answer. For VM infrastructure, also pay attention to the storage stack above it.

### Use the right virtual disk/controller format

For Hyper-V environments, Microsoft recommends:

*   SCSI for non-OS disks
    
*   VHDX instead of VHD on modern deployments
    
*   fixed VHDX when you need the best resiliency and performance
    

### Keep snapshot chains short

Long snapshot or differencing chains add lookup overhead and can hurt performance, especially for I/O-intensive VMs.

### Use storage QoS where available

In shared environments, one “noisy neighbor” VM can consume disproportionate I/O. Storage QoS helps isolate workloads and preserve consistency.

### Watch alignment, sector size and block sizing

Poor alignment or mismatched sector assumptions can quietly damage storage performance. This is especially important in virtual disk layers.

### Separate workload tiers when possible

If budget allows, separate:

*   boot volumes
    
*   production VM datastores
    
*   backup targets
    
*   archive workloads
    

Not every workload needs the same RAID level.

* * *

## Recommended RAID choices by use case

| Scenario | Recommended RAID | Why |
| --- | --- | --- |
| Hypervisor boot volume | RAID 1 | Simple, resilient, cost-effective |
| Small lab VM host | RAID 1 or RAID 10 | Enough protection with low complexity |
| Busy production VM host | RAID 10 | Best overall mixed I/O behavior |
| General-purpose file server | RAID 5 or RAID 6 | Better usable capacity |
| Large backup repository | RAID 6 | Better protection for large arrays |
| Database server | RAID 10 | Strong random write performance |
| Temporary processing / scratch | RAID 0 | Only if data loss is acceptable |

* * *

## A simple decision framework

If you are unsure, use this logic:

### Choose RAID 10 when:

*   performance matters
    
*   workloads are mixed or write-heavy
    
*   VMs are important
    
*   rebuild risk needs to be minimized
    

### Choose RAID 5 when:

*   capacity efficiency matters
    
*   workloads are more read-heavy
    
*   the environment is not extremely latency-sensitive
    

### Choose RAID 6 when:

*   disks are large
    
*   rebuild risk worries you
    
*   the array stores important bulk data
    
*   you can tolerate slower writes
    

### Choose RAID 1 when:

*   simplicity matters
    
*   the setup is small
    
*   you need a reliable mirror
    

### Avoid RAID 0 when:

*   the data matters at all
    

* * *

## Final takeaway

RAID is not just a storage chapter from a DBMS textbook. It is a live infrastructure decision that affects reliability, performance, and recovery behavior.

For modern systems, the best RAID choice depends on the workload:

*   **RAID 0** for speed-only temporary data
    
*   **RAID 1** for simple redundancy
    
*   **RAID 5** for balanced capacity in lighter workloads
    
*   **RAID 6** for larger, safer parity arrays
    
*   **RAID 10** for performance-sensitive and VM-heavy production systems
    

If your environment runs multiple virtual machines, do not judge RAID only by raw capacity. Judge it by **latency, rebuild behavior, and the number of workloads sharing the same backend**.

That is usually where the real answer becomes clear.

* * *

## References

*   VMware: vSphere 9.0 Performance Best Practices
    
*   Microsoft Learn: Hyper-V storage I/O performance
